{"id":1151,"date":"2025-02-18T03:33:04","date_gmt":"2025-02-18T03:33:04","guid":{"rendered":"https:\/\/kwonlab.chem.ucla.edu\/?page_id=1151"},"modified":"2026-05-22T19:45:01","modified_gmt":"2026-05-22T19:45:01","slug":"publications","status":"publish","type":"page","link":"https:\/\/kwonlab.chem.ucla.edu\/?page_id=1151","title":{"rendered":"Publications"},"content":{"rendered":"\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<h2 class=\"wp-block-heading has-text-align-center has-large-font-size\">Publications &#8211; <o-anim-count>12<\/o-anim-count>2<\/h2>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>122.\u00a0<\/strong>Dehnert, B. W.; Leung, C.; Kwon, O. Fluorodealkenylation: Ozonolysis and Treatment with Fe<sup>II<\/sup> Salt and Selectfluor Convert C(sp3)\u2013C(sp<sup>2<\/sup>) Bonds to C(sp<sup>3<\/sup>)\u2013F Bonds. <em>Org. Lett.<\/em> <strong>2026<\/strong>, DOI: 10.1021\/acs.orglett.6c01643. [<a href=\"https:\/\/pubs.acs.org\/doi\/full\/10.1021\/acs.orglett.6c01643\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/acs.orglett.6c01643?ref=article_openPDF\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"844\" height=\"311\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2026\/05\/Fluorination.jpeg\" alt=\"\" class=\"wp-image-1839\" style=\"width:464px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2026\/05\/Fluorination.jpeg 844w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2026\/05\/Fluorination-300x111.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2026\/05\/Fluorination-768x283.jpeg 768w\" sizes=\"auto, (max-width: 844px) 100vw, 844px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>121.&nbsp;<\/strong>Prout, E.S..; Kwon, O.; Silva, T.G. Regioselective Synthesis of Methyl Enol Ethers from Cycloalkanones via O-Methylation of Kinetic Enolates. <em>Synthesis,<\/em> <strong>2026<\/strong>, DOI:10.1055\/a-2822-8676 [<a href=\"https:\/\/thieme-connect.com\/products\/ejournals\/html\/10.1055\/a-2822-8676\">abstract<\/a>] [<a href=\"https:\/\/thieme-connect.com\/products\/ejournals\/pdf\/10.1055\/a-2822-8676.pdf\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"599\" height=\"146\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2026\/03\/10-1055-a-2822-8676_28250847.jpg\" alt=\"\" class=\"wp-image-1831\" style=\"width:652px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2026\/03\/10-1055-a-2822-8676_28250847.jpg 599w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2026\/03\/10-1055-a-2822-8676_28250847-300x73.jpg 300w\" sizes=\"auto, (max-width: 599px) 100vw, 599px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>120.&nbsp;<\/strong>Croll, E. A..; Kwon, O. Organocatalytic Transformations with Chiral Phosphines. <em>Enantioselective Organocatalysis: Catalysts, Reactions, and Applications<\/em>. Dalko, P. I., Ed.; Wiley\u2010VCH GmbH, <strong>2026<\/strong>; pp 803\u2013847. DOI:&nbsp;10.1002\/9783527845552.ch21. [<a href=\"https:\/\/onlinelibrary.wiley.com\/doi\/10.1002\/9783527845552.ch21\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"601\" height=\"432\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/11\/Phosphine-Chapter.png\" alt=\"\" class=\"wp-image-1735\" style=\"width:652px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/11\/Phosphine-Chapter.png 601w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/11\/Phosphine-Chapter-300x216.png 300w\" sizes=\"auto, (max-width: 601px) 100vw, 601px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>119.<\/strong> Dworkin, J. H.; Chen, Z. M.; Prout, E.S.; Kwon, O. Ozonolysis of Alkenes Containing Amines, Allylic Alcohols, and Electron-Rich Arenes for Dealkenylation. <em>Org. Lett.<\/em> <strong>2025<\/strong>, <em>27<\/em>, 7833\u20137839 DOI: 10.1021\/acs.orglett.5c02076 [<a href=\"https:\/\/pubs.acs.org\/doi\/10.1021\/acs.orglett.5c02076\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/acs.orglett.5c02076?ref=article_openPDF\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"964\" height=\"404\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/08\/images_large_ol5c02076_0009-1.jpeg\" alt=\"\" class=\"wp-image-1625\" style=\"width:464px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/08\/images_large_ol5c02076_0009-1.jpeg 964w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/08\/images_large_ol5c02076_0009-1-300x126.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/08\/images_large_ol5c02076_0009-1-768x322.jpeg 768w\" sizes=\"auto, (max-width: 964px) 100vw, 964px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>118.<\/strong> Dworkin, J. H.; Chen, Z. M.; Cheasty, K. C.; Rubio, A. V.; Kwon, O. Hydrodealkenylative C(sp<sup>3<\/sup>)\u2013C(sp\u00b2) Bond Fragmentation Using Isayama\u2013Mukaiyama Peroxidation. <em>J. Am. Chem. Soc.<\/em><strong> 2025<\/strong>, <em>147<\/em>, 13531\u201313544. DOI: 10.1021\/jacs.5c00540. [<a href=\"https:\/\/pubs.acs.org\/doi\/10.1021\/jacs.5c00540\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/epdf\/10.1021\/jacs.5c00540?ref=article_openPDF\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1000\" height=\"329\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/04\/images_large_ja5c00540_0014.jpeg\" alt=\"\" class=\"wp-image-1506\" style=\"width:546px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/04\/images_large_ja5c00540_0014.jpeg 1000w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/04\/images_large_ja5c00540_0014-300x99.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/04\/images_large_ja5c00540_0014-768x253.jpeg 768w\" sizes=\"auto, (max-width: 1000px) 100vw, 1000px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>117.<\/strong> \u0160imek, M.; Dworkin, J. H.; Kwon, O. Synthesis through C(sp<sup>3<\/sup>)\u2013C(sp\u00b2) Bond Scission in Alkenes and Ketones. <em>Acc. Chem. Res.<\/em><strong> 2025<\/strong>, <em>58<\/em>, 1547\u20131561. DOI: 10.1021\/acs.accounts.5c00156. [<a href=\"https:\/\/pubs.acs.org\/doi\/10.1021\/acs.accounts.5c00156\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/epdf\/10.1021\/acs.accounts.5c00156?ref=article_openPDF\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"889\" height=\"562\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/04\/images_large_ar5c00156_0017.jpeg\" alt=\"\" class=\"wp-image-1501\" style=\"width:690px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/04\/images_large_ar5c00156_0017.jpeg 889w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/04\/images_large_ar5c00156_0017-300x190.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/04\/images_large_ar5c00156_0017-768x486.jpeg 768w\" sizes=\"auto, (max-width: 889px) 100vw, 889px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>116.<\/strong> Champion, O.; Ma\u00efga, S.; Antier, C.; Dousset, C.; Moreau-Aubry, A.; Bellanger, C.; Guillonneau, F.; Moreno, J.A.; Kwon, O.; Lilli, N. L.; Moreau, P.; Chiron, D.; Pellat-Deceunynck, C.; Touzeau, C.; Gomez-Bougie, P. VDAC2 primes Myeloma cells for BAK-dependent apoptosis and represents a novel therapeutic target. <em>Leukemia<\/em> <strong>2025<\/strong>, <em>39<\/em>,&nbsp;995\u20131000. DOI: 10.1038\/s41375-025-02523-8 [<a href=\"https:\/\/www.nature.com\/articles\/s41375-025-02523-8#Sec1\">abstract<\/a>] [<a href=\"https:\/\/www.nature.com\/articles\/s41375-025-02523-8.pdf\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"633\" height=\"343\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-17.png\" alt=\"\" class=\"wp-image-1438\" style=\"width:495px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-17.png 633w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-17-300x163.png 300w\" sizes=\"auto, (max-width: 633px) 100vw, 633px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>115. <\/strong>\u0160imek, M.; Mahato, S.; Dehnert, B. W.; and Kwon, O. Deacylative Homolysis of Ketone C(sp<sup>3<\/sup>)\u2013C(sp\u00b2) Bonds: Streamlining Natural Product Transformations. <em>J. Am. Chem. Soc.<\/em> <strong>2025<\/strong>, <em>147<\/em>, 2664\u20132674. DOI: 10.1021\/jacs.4c15045 [<a href=\"https:\/\/pubs.acs.org\/doi\/10.1021\/jacs.4c15045\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/epdf\/10.1021\/jacs.4c15045?ref=article_openPDF\">pdf<\/a>] &nbsp; &nbsp;<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"255\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/ja4c15045_0006.webp\" alt=\"\" class=\"wp-image-1270\" style=\"width:504px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/ja4c15045_0006.webp 500w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/ja4c15045_0006-300x153.webp 300w\" sizes=\"auto, (max-width: 500px) 100vw, 500px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>114. <\/strong>Dehnert, B. W.; Yin, Y.; and Kwon, O. Halodealkenylation: Ozonolysis and Catalytic Fe{II} with Vitamin C Convert C(sp<sup>3<\/sup>)\u2013C(sp\u00b2) Bonds to C(sp<sup>3<\/sup>)\u2013Halide Bonds. <em>Org. Lett.<\/em> <strong>2024<\/strong>, <em>26<\/em>, 10921\u201310927 DOI: 10.1021\/acs.orglett.4c04084. [<a href=\"https:\/\/pubs.acs.org\/doi\/10.1021\/acs.orglett.4c04084\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/epdf\/10.1021\/acs.orglett.4c04084?ref=article_openPDF\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"172\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_medium_ol4c04084_0007.gif\" alt=\"\" class=\"wp-image-1268\" style=\"width:582px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>113. <\/strong>Dehnert, B. W.; Kwon, O. Hydrodealkenylative Cleavage of C(sp<sup>3<\/sup>)\u2013C(sp\u00b2) Bonds: Preparation of (1<em>S<\/em>, 3<em>R<\/em>)-3-Methylcyclohexan-1-ol. <em>Org. Synth.,<\/em> <strong>2024<\/strong>, <em>101<\/em>, 488\u2013507. DOI: 10.15227\/orgsyn.101.0488. [<a href=\"https:\/\/www.orgsyn.org\/demo.aspx?prep=v101p0488\">abstract<\/a>] [<a href=\"https:\/\/orgsyn.org\/Content\/pdfs\/procedures\/v101p0488.pdf\">pdf<\/a>]\u200b<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"373\" height=\"92\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/01\/HydrodealkenylationOrgSynth.gif\" alt=\"\" class=\"wp-image-1152\" style=\"width:478px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\" style=\"margin-top:0;margin-bottom:0\"><strong>112.&nbsp;<\/strong>Croll, E. A.; Kwon, O. Mechanism of the Mitsunobu Reaction: An Ongoing Mystery. <em>Synthesis,<\/em>&nbsp;<strong>2024<\/strong>, <em>56<\/em>, 1843\u20131850. DOI: 10.1055\/a-2232-8633. [<a href=\"https:\/\/www.thieme-connect.com\/products\/ejournals\/abstract\/10.1055\/a-2232-8633\">abstract<\/a>] [<a href=\"https:\/\/www.thieme-connect.com\/products\/ejournals\/pdf\/10.1055\/a-2232-8633.pdf\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1162\" height=\"563\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/01\/Mitsunobu-Review.png\" alt=\"\" class=\"wp-image-1158\" style=\"width:510px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/01\/Mitsunobu-Review.png 1162w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/01\/Mitsunobu-Review-300x145.png 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/01\/Mitsunobu-Review-1024x496.png 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/01\/Mitsunobu-Review-768x372.png 768w\" sizes=\"auto, (max-width: 1162px) 100vw, 1162px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>111.&nbsp;<\/strong>Tan, Q.; Kwon, O. [4+2] Cycloadditions Catalyzed by Nucleophilic Catalysts. In <em>Comprehensive Chirality, 2nd Ed., Volume 2. Asymmetric Cycloadditions<\/em>. Feng, X., Ed.; Elsevier, 2024; pp 357\u2013428. DOI:&nbsp;10.1016\/B978-0-32-390644-9.00045-7. [<a href=\"https:\/\/www.sciencedirect.com\/science\/article\/abs\/pii\/B9780323906449000457?via%3Dihub\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"720\" height=\"332\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/01\/42-scheme-Tan.png\" alt=\"\" class=\"wp-image-1256\" style=\"width:1006px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/01\/42-scheme-Tan.png 720w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/01\/42-scheme-Tan-300x138.png 300w\" sizes=\"auto, (max-width: 720px) 100vw, 720px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>110. <\/strong>Dehnert, B. W.; Dworkin, J. H.; Kwon, O. Dealkenylative Functionalization: Conversion of Alkene C(sp<sup>3<\/sup>)\u2013C(sp\u00b2) Bonds to C(sp<sup>3<\/sup>)\u2013X Bonds via Redox-Based Radical Processes.&nbsp;<em>Synthesis,&nbsp;<\/em><strong>2024<\/strong>,&nbsp;<em>56<\/em>, 71-86. DOI: 10.1055\/a-2044-4571.&nbsp;[<a href=\"https:\/\/www.thieme-connect.com\/products\/ejournals\/abstract\/10.1055\/a-2044-4571\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/www.thieme-connect.com\/products\/ejournals\/pdf\/10.1055\/a-2044-4571.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"600\" height=\"269\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_6476abba2d8a4b238dc3c7cbb58fde7fmv2.gif\" alt=\"\" class=\"wp-image-1259\" style=\"width:630px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>109. <\/strong>He, Z.; Moreno, T.; Swain, M.; Wu, J.; Kwon, O. Aminodealkenylation: Ozonolysis and copper catalysis convert C(sp<sup>3<\/sup>)\u2013C(sp\u00b2) bonds to C(sp<sup>3<\/sup>)\u2013N bonds.&nbsp;<em>Science<\/em>,&nbsp;<strong>2023<\/strong>, <em>381<\/em>, 877\u2013886. DOI: 10.1126\/science.adi4758. [<a href=\"https:\/\/www.science.org\/stoken\/author-tokens\/ST-1387\/full\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/www.science.org\/doi\/epdf\/10.1126\/science.adi4758\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"641\" height=\"457\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/01\/Aminodealkyenylation.png\" alt=\"\" class=\"wp-image-1253\" style=\"width:456px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/01\/Aminodealkyenylation.png 641w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/01\/Aminodealkyenylation-300x214.png 300w\" sizes=\"auto, (max-width: 641px) 100vw, 641px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>108.&nbsp;<\/strong>Dworkin, J. H.; Dehnert, B. D.; Kwon, O. When all C\u2013C breaks LO\u2013Ose.<em>&nbsp;Trends Chem.<\/em><strong>&nbsp;2023<\/strong>, <em>5,&nbsp;<\/em>174-200. DOI: 10.1016\/j.trechm.2023.01.001 [<a href=\"https:\/\/www.sciencedirect.com\/science\/article\/pii\/S2589597423000187\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/www.cell.com\/action\/showPdf?pii=S2589-5974%2823%2900018-7\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"847\" height=\"1024\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S2589597423000187-gr1_lrg-847x1024.jpg\" alt=\"\" class=\"wp-image-1262\" style=\"width:625px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S2589597423000187-gr1_lrg-847x1024.jpg 847w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S2589597423000187-gr1_lrg-248x300.jpg 248w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S2589597423000187-gr1_lrg-768x928.jpg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S2589597423000187-gr1_lrg-1271x1536.jpg 1271w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S2589597423000187-gr1_lrg-1695x2048.jpg 1695w\" sizes=\"auto, (max-width: 847px) 100vw, 847px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>107. <\/strong>Xie, C.; Kim, J. M.; Khanh, B.; Cao, S.; Ye, R.; Wang, X.; Liu, P.; Kwon, O. Enantioselective Synthesis of Quaternary Oxindoles: Desymmetrizing Staudinger\u2212aza-Wittig Reaction Enabled by Bespoke HypPhos Oxide Catalyst.<em>&nbsp;J. Am. Chem. Soc.<\/em><strong>&nbsp;2022<\/strong>, <em>144<\/em>, 21318\u201321327. DOI: 10.1021\/jacs.2c09421 [<a href=\"https:\/\/pubs.acs.org\/doi\/full\/10.1021\/jacs.2c09421\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/jacs.2c09421\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"294\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/ja2c09421_0007.webp\" alt=\"\" class=\"wp-image-1264\" style=\"width:606px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/ja2c09421_0007.webp 500w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/ja2c09421_0007-300x176.webp 300w\" sizes=\"auto, (max-width: 500px) 100vw, 500px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>106.<\/strong>&nbsp; Swain, M.; Bunnell, T. B.; Kim, J. Kwon, O. Dealkenylative Alkynylation Using Catalytic Fe(II) and Vitamin C. &nbsp;<em>J. Am. Chem. Soc.&nbsp;<\/em><strong>2022<\/strong>,&nbsp;<em>144<\/em>, 14828\u201314837. DOI:&nbsp;10.1021\/jacs.2c05980&nbsp;[<a href=\"https:\/\/pubs.acs.org\/doi\/10.1021\/jacs.2c05980\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/jacs.2c05980\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"198\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_medium_ja2c05980_0010.gif\" alt=\"\" class=\"wp-image-1265\" style=\"width:606px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>105.<\/strong>&nbsp; Hagiwara, H; Watanabe, M.; Fujioka, Y.; Kadosaka, T.; Koizumi, T.; Koya, T.; Nakao, M.; Kamada, R.; Temma, T.; Okada, K.; Moreno, J. M.; Kwon, O.; Sabe, H.; Ohba, Y.; Anzai, T. Stimulation of the mitochondrial calcium uniporter mitigates chronic heart failure-associated ventricular arrhythmia in mice.&nbsp;<em>Heart Rhythm<\/em> <strong>2022<\/strong>, <em>19<\/em>, 1725-1735. DOI:&nbsp;10.1016\/j.hrthm.2022.05.034. [<a href=\"https:\/\/doi.org\/10.1016\/j.hrthm.2022.05.034\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pdf.sciencedirectassets.com\/273164\/1-s2.0-S1547527121X00227\/1-s2.0-S1547527122020501\/main.pdf?X-Amz-Security-Token=IQoJb3JpZ2luX2VjEPf%2F%2F%2F%2F%2F%2F%2F%2F%2F%2FwEaCXVzLWVhc3QtMSJHMEUCIEqeqVqDO%2Fnzd36TLhi8w0Gm2oNSGcSnAQ4h2rmhAxKqAiEAjmasLFM%2F80WSIa1h9M3WM3LAixlOyw4TKDMx910swpsqsgUIHxAFGgwwNTkwMDM1NDY4NjUiDFSDoNb1gnWyhZnfkSqPBe25lVq40%2BSeTX%2FT358Pfe8VCSyCWtEHaniDR3jxgX7kd4ctW6tDfsdoR78zi2xQw6o0x5vGoX9cURIg%2FAUqkOXBFHuH9A%2F2YYZFbnTDTOoTjwJUSslijlXTptZ365Ubm%2BrvfcBV6XkFUslzkpu0WsTpXV8f0TzYTTotUmdNfD%2FLzc1L4OMWSb%2B29Nj7xsPmzhNspgEQRntak%2BmXN9YaCSPUee0VSDpwhd4IFpcfffI%2BIPZ139hYf9ywSBHlCCBHM1WXbTaZzONFHM3P8cIO9hFbfW4eIczME6adu3fnx36dOO%2F99UJQL%2FsLlZcuIEo9qvVJGwpvvynkg9tArlY2nfpS6O1sm%2FNNv%2Bl0WPKqjhm9wdH5SbGGfdK%2Bkkw93OLHMPaZVl9%2BEv5tYN4hW3GqptJWLN8IbgUUwtFTmrUlZqQ41nIzOiuxOkO8RJZPEE483HOGSewLC70ri%2Bz%2BtiIYMYzZ4dVFMuAYkf2Neg%2BVgdnbY1ED2yGDZvQ0uAM9l%2FXOeCVOEqB3kVsW7O%2BbTA5dIO%2BI4WidAIs65p%2BBKpaGiheReguwIHQOHcaY5vxQuRQ3MR2GWRX2V9MTMADaC8wTAw6gSTFYnI8KJNqOLb6gFAHWYn6hug3Wh7sB2SF%2FeGNdXUIVZ4Ri9BtCZNUrB8C4knEsW3iiPTw%2FLf0WF%2Ff%2FdR7xNuEkjfmAU0BKodqPux3It3V%2FtTSO%2B5gdO95oiJulu10kM2%2B35SJEtu35M9QZwhgemepFiY%2FGlU5e1QwSWMeSlUbAwDw6Kq96x5o8hZbMtbNB1M2vmgzsIbxaRvM255AxQV9uo5f3GzZxewSWtc7ZS8G0wnjxOMCTjUlyBUEIxEXKRb1dj8d4%2FJGA6%2BwlknUwm9u5vQY6sQFepIneeK1YYmfyp5%2BIQfjsR8vNyaRKAcirTneBzk8kTZuVJZlObxoKw9p4hmljoeLc4DCcVienr0%2FH%2FRsF%2Fgc2aHLO1ofqFOAuCpNGLcfPPk5csXDhOb5NqV08xMDrI9%2B2BZt6fi92FJ%2BYrhxe4czjDc6%2FkCkcMk40H58YArIZNBs83%2BdqIbNWPL4aGbKdDNPNk3ylFTJe4I09nJ2N7G1fS55spKOv2Mu7SBe1yuUiUm0%3D&amp;X-Amz-Algorithm=AWS4-HMAC-SHA256&amp;X-Amz-Date=20250213T222245Z&amp;X-Amz-SignedHeaders=host&amp;X-Amz-Expires=300&amp;X-Amz-Credential=ASIAQ3PHCVTY66XZIAHE%2F20250213%2Fus-east-1%2Fs3%2Faws4_request&amp;X-Amz-Signature=2ef2050c7a587573b7513542d2638e9cf37c31214752021c63d3c10cb574071a&amp;hash=d5449332ed05a96639138c4f4f51a8cabe4f456fb6d753a43e9e450835bfc69d&amp;host=68042c943591013ac2b2430a89b270f6af2c76d8dfd086a07176afe7c76c2c61&amp;pii=S1547527122020501&amp;tid=spdf-89936d6c-a699-445d-80e2-8c22eb323cbf&amp;sid=2a63c59891c0a348aa4bc026214bce364271gxrqa&amp;type=client&amp;tsoh=d3d3LnNjaWVuY2VkaXJlY3QuY29t&amp;ua=0f15585f515a5056525656&amp;rr=911838106cb27bf5&amp;cc=us\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"762\" height=\"290\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_beebe092bafb4195b2a5677a32db790amv2.webp\" alt=\"\" class=\"wp-image-1273\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_beebe092bafb4195b2a5677a32db790amv2.webp 762w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_beebe092bafb4195b2a5677a32db790amv2-300x114.webp 300w\" sizes=\"auto, (max-width: 762px) 100vw, 762px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>104.<\/strong>&nbsp; Khong, S.; Venkatesh, T.; Kwon, O. Nucleophilic Phosphine Catalysis: The Untold Story.&nbsp;<em>Asian J. Org. Chem. <\/em><strong>2021,<\/strong>&nbsp;<em>10<\/em>, 2699\u20132608.&nbsp;DOI: 10.1002\/ajoc.202100496. {<a href=\"https:\/\/aces.onlinelibrary.wiley.com\/doi\/full\/10.1002\/ajoc.202100496\">abstract<\/a>] [<a href=\"https:\/\/aces.onlinelibrary.wiley.com\/doi\/epdf\/10.1002\/ajoc.202100496\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"529\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-1024x529.png\" alt=\"\" class=\"wp-image-1276\" style=\"width:669px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-1024x529.png 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-300x155.png 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-768x397.png 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image.png 1271w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>103.<\/strong>&nbsp; Shankar, T. S.; Ramadurai, D. K. A.; Steinhorst, K.; Sommakia, S.; Badolia, R.; Krokidi, A. T.; Calder, D.; Navankasattusas, S.; Sander, P.; Kwon, O. S.; Aravamundhan, A.; Ling, J.; Dendorfer, A.; Xie, C.; Kwon, O.; Cheng, E. H. Y.; Whitehead, K. J.; Richardson, R. S.; Spitzer, K. W.; Schdelseker, J.; Chaudhuri, D.; Drakos, S. G. Cardiac-specific deletion of voltage dependent anion channel 2 leads to dilated cardiomyopathy by altering calcium homeostasis.&nbsp;<em>Nat. Commun<\/em>.&nbsp;<strong>2021<\/strong>,&nbsp;<em>12<\/em>, 4583. DOI: 10.1038\/s41467-021-24869-0 [<a href=\"https:\/\/www.nature.com\/articles\/s41467-021-24869-0#Abs1\">abstract<\/a>] [<a href=\"https:\/\/www.nature.com\/articles\/s41467-021-24869-0.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"624\" height=\"401\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/16282737091.webp\" alt=\"\" class=\"wp-image-1277\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/16282737091.webp 624w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/16282737091-300x193.webp 300w\" sizes=\"auto, (max-width: 624px) 100vw, 624px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>102.<\/strong>&nbsp; Xie, C.; Smaligo, A. J.; Song, X.-R.; Kwon, O. Phosphorus-Based Catalysis.&nbsp;<em>ACS Cent. Sci.<\/em>&nbsp;<strong>2021<\/strong>,&nbsp;<em>7<\/em>,&nbsp; 536\u2013558. DOI: 10.1021\/acscentsci.0c01493 [<a href=\"https:\/\/pubs.acs.org\/doi\/10.1021\/acscentsci.0c01493\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/acscentsci.0c01493\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"283\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/oc0c01493_0044.webp\" alt=\"\" class=\"wp-image-1278\" style=\"width:590px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/oc0c01493_0044.webp 500w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/oc0c01493_0044-300x170.webp 300w\" sizes=\"auto, (max-width: 500px) 100vw, 500px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>101.<\/strong>&nbsp;Chen, V. Y.; Kwon, O. Unified Approach to Furan Natural Products via Phosphine\u2013Palladium Catalysis.&nbsp;<em>Angew. Chem. Int. Ed.<\/em> <strong>2021<\/strong>, <em>60<\/em>, 8874\u20138881.. DOI: 10.1002\/anie.202015232 [<a href=\"https:\/\/onlinelibrary.wiley.com\/doi\/10.1002\/anie.202015232\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/onlinelibrary.wiley.com\/doi\/pdf\/10.1002\/anie.202015232\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"788\" height=\"200\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/anie202015232-toc-0001-m.jpg\" alt=\"\" class=\"wp-image-1283\" style=\"width:870px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/anie202015232-toc-0001-m.jpg 788w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/anie202015232-toc-0001-m-300x76.jpg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/anie202015232-toc-0001-m-768x195.jpg 768w\" sizes=\"auto, (max-width: 788px) 100vw, 788px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>100.<\/strong>&nbsp;Swain, M.; Sadykhov, G.; Wang, R.; Kwon, O. Dealkenylative Alkenylation: Formal \u03c3\u2010Bond Metathesis of Olefins.&nbsp;<em>Angew. Chem. Int. Ed.<\/em> <strong>2020<\/strong>,&nbsp;<em>59<\/em>, 17565\u201317571. DOI: 10.1002\/anie.202005267 [<a href=\"https:\/\/onlinelibrary.wiley.com\/doi\/10.1002\/anie.202005267\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/onlinelibrary.wiley.com\/doi\/pdf\/10.1002\/anie.202005267\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<br>Synfacts highlight [<a href=\"https:\/\/www.thieme-connect.de\/products\/ejournals\/abstract\/10.1055\/s-0040-1706428\" target=\"_blank\" rel=\"noreferrer noopener\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"559\" height=\"194\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Manisha-Angew.webp\" alt=\"\" class=\"wp-image-1281\" style=\"width:713px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Manisha-Angew.webp 559w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Manisha-Angew-300x104.webp 300w\" sizes=\"auto, (max-width: 559px) 100vw, 559px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>99.<\/strong>&nbsp;Blank, B.; Andrews, I.; Kwon, O. Phosphine-Catalyzed (4 + 1) Annulation: Rearrangement of Allenylic Carbamates to 3-Pyrrolines Through Phosphonium Diene Intermediates.&nbsp;<em>ChemCatChem.<\/em> <strong>2020<\/strong>, <em>12<\/em>, 4352\u20134372. DOI: 10.1002\/cctc.202000626 [<a href=\"https:\/\/chemistry-europe.onlinelibrary.wiley.com\/doi\/abs\/10.1002\/cctc.202000626\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/chemistry-europe.onlinelibrary.wiley.com\/doi\/epdf\/10.1002\/cctc.202000626\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"858\" height=\"184\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/cctc202000626-toc-0001-m.jpg\" alt=\"\" class=\"wp-image-1285\" style=\"width:844px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/cctc202000626-toc-0001-m.jpg 858w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/cctc202000626-toc-0001-m-300x64.jpg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/cctc202000626-toc-0001-m-768x165.jpg 768w\" sizes=\"auto, (max-width: 858px) 100vw, 858px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>98.<\/strong>&nbsp;Wilting, F.; Kopp, R.; Gurnev, P. A.; Schedel, A.; Dupper, N. J.; Kwon, O.; Nicke, A.; Gudermann, T.; Schredelseker, J. The antiarrhythmic compound efsevin directly modulates voltage-dependent anion channel 2 by binding to its inner wall and enhancing mitochondrial Ca2+ uptake.&nbsp;<em>Br. J. Pharmacol.<\/em> <strong>2020<\/strong>, <em>177<\/em>, 2947\u20132958. DOI: 10.1111\/bph.15022 [<a href=\"https:\/\/bpspubs.onlinelibrary.wiley.com\/doi\/abs\/10.1111\/bph.15022\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/bpspubs.onlinelibrary.wiley.com\/doi\/epdf\/10.1111\/bph.15022\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"827\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/bph15022-fig-0003-m-1024x827.jpg\" alt=\"\" class=\"wp-image-1286\" style=\"width:665px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/bph15022-fig-0003-m-1024x827.jpg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/bph15022-fig-0003-m-300x242.jpg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/bph15022-fig-0003-m-768x620.jpg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/bph15022-fig-0003-m-1536x1241.jpg 1536w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/bph15022-fig-0003-m-2048x1654.jpg 2048w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>97.<\/strong>&nbsp;Smaligo, A. J.; Wu, J.; Burton, N. R.; Hacker, A. S.; Shaikh, A. C.; Quintana, J. C.; Wang, R.; Xie, C.; Kwon, O. Oxodealkenylative cleavage&nbsp;of alkene C(sp<sup>3<\/sup>)\u2013C(sp\u00b2) bonds: A practical method for introducing carbonyls into chiral pool materials.&nbsp;<em>Angew. Chem. Int. Ed.<\/em> <strong>2020<\/strong>, <em>59<\/em>, 1211\u20131215. DOI: 10.1002\/anie.20191320 [<a href=\"https:\/\/onlinelibrary.wiley.com\/doi\/10.1002\/anie.201913201\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/onlinelibrary.wiley.com\/doi\/epdf\/10.1002\/anie.201913201\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"512\" height=\"196\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/anie201913201-toc-0001-m.jpg\" alt=\"\" class=\"wp-image-1288\" style=\"width:482px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/anie201913201-toc-0001-m.jpg 512w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/anie201913201-toc-0001-m-300x115.jpg 300w\" sizes=\"auto, (max-width: 512px) 100vw, 512px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>96.<\/strong>&nbsp;Smaligo, A. J.; Kwon, O. Dealkenylative thiylation of C(sp<sup>3<\/sup>)\u2013C(sp\u00b2) bonds. <em>Org. Lett.<\/em> <strong>2019<\/strong>, <em>21<\/em>, 8592\u20138597. DOI: 10.1021\/acs.orglett.9b03186 [<a href=\"https:\/\/pubs.acs.org\/doi\/10.1021\/acs.orglett.9b03186\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/acs.orglett.9b03186\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<br>On the Organic Letters &#8220;Most Read&#8221; list for the month of November.<br>First appeared on ChemRxiv [<a href=\"https:\/\/chemrxiv.org\/articles\/Dealkenylative_Thiylation_of_C_sp3_C_sp2_Bonds\/8847962\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/chemrxiv.org\/engage\/api-gateway\/chemrxiv\/assets\/orp\/resource\/item\/60c742ec567dfe5d05ec3fc7\/original\/dealkenylative-thiylation-of-c-sp3-c-sp2-bonds.pdf\">pdf<\/a>]<br>Synfacts highlight [<a href=\"https:\/\/www.thieme-connect.com\/products\/ejournals\/abstract\/10.1055\/s-0039-1691392\" target=\"_blank\" rel=\"noreferrer noopener\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"118\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_medium_ol9b03186_0007.gif\" alt=\"\" class=\"wp-image-1291\" style=\"width:630px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>95.<\/strong> Shaikh, A. C.; Kwon, O. Discussion Addendum for: Phosphine-Catalyzed [3 + 2] Annulation: Synthesis of Ethyl 5-(tert-Butyl)-2-phenyl-1-tosyl-3-pyrroline-3-carboxylate. <em>Org. Synth.<\/em> <strong>2019<\/strong>, <em>96<\/em>, 214\u2013231. DOI: 10.15227\/orgsyn.096.0214 [<a href=\"http:\/\/orgsyn.org\/demo.aspx?prep=v96p0214\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/www.orgsyn.org\/Content\/pdfs\/procedures\/v96p0214.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"521\" height=\"98\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2019-06-27-at-1_17_01-PM.webp\" alt=\"\" class=\"wp-image-1292\" style=\"width:621px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2019-06-27-at-1_17_01-PM.webp 521w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2019-06-27-at-1_17_01-PM-300x56.webp 300w\" sizes=\"auto, (max-width: 521px) 100vw, 521px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>94.<\/strong>&nbsp;Zhang, K.; Cai, L.; Hong, S.; Kwon, O. Phosphine-Catalyzed <em>\u03b1<\/em>-Umpolung\u2013Aldol Reaction for the Synthesis of Benzo[<em>b<\/em>]azapin-3-ones. <em>Org. Lett.<\/em> <strong>2019<\/strong>, <em>21<\/em>, 5143\u20135146. DOI: 10.1021\/acs.orglett.9b01749&nbsp;[<a href=\"https:\/\/pubs.acs.org\/doi\/10.1021\/acs.orglett.9b01749\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/acs.orglett.9b01749\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"488\" height=\"154\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2019-06-24-at-5_57_34-AM.webp\" alt=\"\" class=\"wp-image-1293\" style=\"width:612px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2019-06-24-at-5_57_34-AM.webp 488w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2019-06-24-at-5_57_34-AM-300x95.webp 300w\" sizes=\"auto, (max-width: 488px) 100vw, 488px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>93.<\/strong> Cai, L.; Zhang, K.; Chen, S.; Lepage, R. J.; Houk, K. N.; Krenske, E. H.;&nbsp;Kwon, O. Catalytic asymmetric Staudinger\u2013aza-Wittig reaction for the synthesis of heterocyclic amines. <em>J. Am. Chem. Soc.<\/em> <strong>2019<\/strong>, <em>141<\/em>, 9537\u20139542. DOI: 10.1021\/jacs.9b04803 [<a href=\"https:\/\/pubs.acs.org\/doi\/10.1021\/jacs.9b04803\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/jacs.9b04803\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"213\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/ja-2019-04803u_0001.webp\" alt=\"\" class=\"wp-image-1294\" style=\"width:528px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/ja-2019-04803u_0001.webp 500w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/ja-2019-04803u_0001-300x128.webp 300w\" sizes=\"auto, (max-width: 500px) 100vw, 500px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>92.<\/strong> Smaligo, A. J.; Swain, M.; Quintana, J. C.; Tan, M. F.; Kim, D. A.; Kwon, O. Hydrodealkenylative C(sp<sup>3<\/sup>)\u2013C(sp\u00b2) bond fragmentation. <em>Science<\/em> <strong>2019<\/strong>, <em>364<\/em>, 681\u2013685. DOI: 10.1126\/science.aaw4212&nbsp;[<a href=\"http:\/\/science.sciencemag.org\/cgi\/content\/abstract\/364\/6441\/681?ijkey=NzS1jdvxrvBas&amp;keytype=ref&amp;siteid=sci\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/www.science.org\/doi\/epdf\/10.1126\/science.aaw4212\">pdf<\/a>] <br>Perspective by Seb Caille&nbsp;[<a href=\"https:\/\/science.sciencemag.org\/content\/364\/6441\/635\" target=\"_blank\" rel=\"noreferrer noopener\">link<\/a>]<br>UCLA News&nbsp;highlight [<a href=\"https:\/\/www.chemistry.ucla.edu\/news\/kwon-groups-discovery-new-chemical-reaction-published-science\/\">link<\/a>]<br>UCLA TDG highlight [<a href=\"https:\/\/www.google.com\/url?sa=t&amp;rct=j&amp;q=&amp;esrc=s&amp;source=web&amp;cd=2&amp;cad=rja&amp;uact=8&amp;ved=2ahUKEwi3ibv3xMbkAhUPuZ4KHa95CdEQFjABegQIBRAB&amp;url=https%3A%2F%2Ftechtransfer.universityofcalifornia.edu%2FNCD%2F30434.html&amp;usg=AOvVaw36wWApW_lZya53MP3K7gAY\" target=\"_blank\" rel=\"noreferrer noopener\">link<\/a>]<br>Phys.org highlight [<a href=\"https:\/\/phys.org\/news\/2019-05-efficient-cleave-pendant-olefins-terpenes.html\" target=\"_blank\" rel=\"noreferrer noopener\">link<\/a>]<br>X-MOL highlight [<a href=\"https:\/\/www.x-mol.com\/news\/17572\" target=\"_blank\" rel=\"noreferrer noopener\">link<\/a>]<br>The Cyclo Edition highlight [<a href=\"https:\/\/youtu.be\/-5t25qrqeUI\" target=\"_blank\" rel=\"noreferrer noopener\">link<\/a>]<br>WuXi Pharma highlight [<a href=\"https:\/\/mp.weixin.qq.com\/s\/DAcqzFgNJBkq-ETnFqaUew\" target=\"_blank\" rel=\"noreferrer noopener\">link<\/a>]<br>OPR&amp;D highlight [<a href=\"https:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/acs.oprd.9b00287?rand=b02lcw2n\" target=\"_blank\" rel=\"noreferrer noopener\">link<\/a>]<br>organic-chemistry.org highlight [<a href=\"https:\/\/www.organic-chemistry.org\/Highlights\/2019\/23September.shtm\" target=\"_blank\" rel=\"noreferrer noopener\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"731\" height=\"497\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/10\/Hydrodealkenylation.jpeg\" alt=\"\" class=\"wp-image-1646\" style=\"width:415px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/10\/Hydrodealkenylation.jpeg 731w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/10\/Hydrodealkenylation-300x204.jpeg 300w\" sizes=\"auto, (max-width: 731px) 100vw, 731px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>91.<\/strong> Shaikh, A. C.; Kwon, O. Discussion Addendum for: Phosphine-Catalyzed [4 + 2] Annulation: Synthesis of Ethyl 6-Phenyl-1-tosyl-1,2,5,6-tetrahydropyridine-3-carboxylate. <em>Org. Synth.<\/em> <strong>2019<\/strong>, <em>96<\/em>, 110\u2013123.&nbsp;DOI: 10.15227\/orgsyn.096.0110 [<a href=\"http:\/\/orgsyn.org\/demo.aspx?prep=v96p0110\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/orgsyn.org\/Content\/pdfs\/procedures\/v96p0110.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"492\" height=\"103\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2019-04-22-at-2_27_23-PM.webp\" alt=\"\" class=\"wp-image-1297\" style=\"width:548px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2019-04-22-at-2_27_23-PM.webp 492w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2019-04-22-at-2_27_23-PM-300x63.webp 300w\" sizes=\"auto, (max-width: 492px) 100vw, 492px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>90.<\/strong> Khong, S.; Xie, C.; Wang, X.; Tan, H.; Kwon, O. Chiral Aminophosphines Derived from Hydroxyproline and Their Application in Allene\u2013Imine [4 + 2] Annulation. <em>J. Antibiot.<\/em> <strong>2019<\/strong>, <em>72<\/em>, 389\u2013396. DOI: 10.1038\/s41429-019-0181-0.&nbsp;[<a href=\"https:\/\/www.nature.com\/articles\/s41429-019-0181-0\">abstract<\/a>] [<a href=\"https:\/\/www.nature.com\/articles\/s41429-019-0181-0.epdf?author_access_token=7zNjceISkCBUanoeR4a-bdRgN0jAjWel9jnR3ZoTv0PC4r_nXqfl8vU-6cYlS2vUsxD4qP2ztT_d8BU7a17ArtIBC4zqrF-hX9R5NBwxkQxFxX6VtD9jVGOA7UCdME-MRMCOvBIMsU7LZtlsEBD7yA%3D%3D\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"932\" height=\"310\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-2.png\" alt=\"\" class=\"wp-image-1301\" style=\"width:774px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-2.png 932w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-2-300x100.png 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-2-768x255.png 768w\" sizes=\"auto, (max-width: 932px) 100vw, 932px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>89.<\/strong> Liu, H.; Lin, Y.; Zhao, Y.; Xiao, M.; Zhou, L.; Wang, Q.; Zhang, C.; Wang, D.; Kwon, O.; Guo, H.&nbsp;Phosphine-Promoted [4+3] Annulation of Allenoate with Aziridines for Synthesis of Tetrahydroazepines: Phosphine-Dependent [3+3] and [4+3] Pathways. <em>RSC Adv.<\/em> <strong>2019<\/strong>, <em>9<\/em>, 1214\u20131221. DOI: 10.1039\/C8RA09852B&nbsp;[<a href=\"https:\/\/pubs.rsc.org\/en\/content\/articlelanding\/2019\/ra\/c8ra09852b#!divAbstract\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pubs.rsc.org\/en\/content\/articlepdf\/2019\/ra\/c8ra09852b\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"444\" height=\"226\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2019-01-26-at-11_45_17-AM_pn.webp\" alt=\"\" class=\"wp-image-1304\" style=\"width:502px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2019-01-26-at-11_45_17-AM_pn.webp 444w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2019-01-26-at-11_45_17-AM_pn-300x153.webp 300w\" sizes=\"auto, (max-width: 444px) 100vw, 444px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"has-text-align-left wp-block-paragraph\"><strong>88.<\/strong> Kearney, S. E., <em>et al<\/em>. Canvas: a crowd-sourced, natural product screening library for exploring biological space. <em>ACS Cent. Sci.<\/em> <strong>2018<\/strong>, <em>4 <\/em>, 1727\u20131741.&nbsp;DOI: 10.1021\/acscentsci.8b00747 [<a href=\"https:\/\/pubs.acs.org\/doi\/abs\/10.1021\/acscentsci.8b00747?journalCode=acscii&amp;quickLinkVolume=4&amp;quickLinkPage=1727&amp;selectedTab=citation&amp;volume=4\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/acscentsci.8b00747\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"434\" height=\"166\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2019-01-26-at-11_39_43-AM_pn.webp\" alt=\"\" class=\"wp-image-1305\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2019-01-26-at-11_39_43-AM_pn.webp 434w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2019-01-26-at-11_39_43-AM_pn-300x115.webp 300w\" sizes=\"auto, (max-width: 434px) 100vw, 434px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>87.<\/strong> Guo, H.; Fan, Y. C.; Sun, Z.; Wu, Y.; Kwon, O. Phosphine Organocatalysis. <em>Chem. Rev.<\/em> <strong>2018<\/strong>, <em>118<\/em>, 10049\u201310293.&nbsp;DOI: 10.1021\/acs.chemrev.8b00081 [<a href=\"https:\/\/pubs.acs.org\/doi\/10.1021\/acs.chemrev.8b00081\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/acs.chemrev.8b00081\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"495\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_medium_cr-2018-000816_0876.gif\" alt=\"\" class=\"wp-image-1313\" style=\"width:360px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>86.<\/strong> Xu, Q.; Dupper, N. J.; Smaligo, A. J.; Fan, Y. C.; Cai, L.; Wang, Z.; Langenbacher, A. D.; Chen, J.; Kwon, O.&nbsp;Catalytic Enantioselective Synthesis of Guvacine Derivatives through [4 + 2] Annulations of Imines with <em>\u03b1<\/em>-Methylallenoates. <em>Org. Lett.<\/em>&nbsp;<strong>2018<\/strong>, <em>20<\/em>, 6089\u20136093.&nbsp;DOI: 10.1021\/acs.orglett.8b02489 [<a href=\"https:\/\/pubs.acs.org\/doi\/10.1021\/acs.orglett.8b02489\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/acs.orglett.8b02489\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"527\" height=\"130\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Untitled.webp\" alt=\"\" class=\"wp-image-1314\" style=\"width:517px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Untitled.webp 527w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Untitled-300x74.webp 300w\" sizes=\"auto, (max-width: 527px) 100vw, 527px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>85.<\/strong> Lee, C. J.; Swain, M.; Kwon, O. &#8220;Synthesis of Cyclic \u03b2-Silylalkenyl Triflates via an Alkenyl Cation Intermediate&#8221; <em>Org. Lett.<\/em>&nbsp;<strong>2018<\/strong>, <em>20<\/em>, 5474\u20135477. DOI: 10.1021\/acs.orglett.8b02398&nbsp;[<a href=\"https:\/\/pubs.acs.org\/doi\/10.1021\/acs.orglett.8b02398\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/acs.orglett.8b02398\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<br>organic-chemistry.org highlight [<a href=\"https:\/\/www.organic-chemistry.org\/Highlights\/2019\/26August.shtm\" target=\"_blank\" rel=\"noreferrer noopener\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"392\" height=\"127\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2018-08-17-at-11_16_25-AM_pn.webp\" alt=\"\" class=\"wp-image-1316\" style=\"width:404px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2018-08-17-at-11_16_25-AM_pn.webp 392w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Screen-Shot-2018-08-17-at-11_16_25-AM_pn-300x97.webp 300w\" sizes=\"auto, (max-width: 392px) 100vw, 392px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>84.<\/strong> Smaligo, A. J.; Vardhineedi, S.; Kwon, O. Carvone-Derived P-Stereogenic Phosphines: Design, Synthesis, and Use in Allene\u2013Imine [3 + 2] Annulation. <em>ACS Catal.<\/em>&nbsp;<strong>2018<\/strong>, <em>8<\/em>, 5188\u20135192.&nbsp;DOI: 10.1021\/acscatal.8b01081 [<a href=\"https:\/\/pubs.acs.org\/doi\/10.1021\/acscatal.8b01081\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/acscatal.8b01081\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<br>organic-chemistry.org highlight [<a href=\"https:\/\/www.organic-chemistry.org\/Highlights\/2019\/23September.shtm\" target=\"_blank\" rel=\"noreferrer noopener\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"449\" height=\"214\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_8ddc2934e732414e996f86440fe5cf6fmv2.webp\" alt=\"\" class=\"wp-image-1317\" style=\"width:565px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_8ddc2934e732414e996f86440fe5cf6fmv2.webp 449w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_8ddc2934e732414e996f86440fe5cf6fmv2-300x143.webp 300w\" sizes=\"auto, (max-width: 449px) 100vw, 449px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>83.<\/strong> Zhang, K.; Cai, L.; Yang, Z.; Houk, K. N.; Kwon, O. Bridged [2.2.1] Bicyclic Phosphine Oxide Facilitates Catalytic \u03b3-umpolung\u2013Wittig Olefination. <em>Chem. Sci.<\/em> <strong>2018<\/strong>, <em>9<\/em>, 1867\u20131872.&nbsp;DOI: 10.1039\/C7SC04381C [<a href=\"http:\/\/pubs.rsc.org\/en\/content\/articlelanding\/2018\/sc\/c7sc04381c#!divAbstract\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.rsc.org\/en\/content\/articlepdf\/2018\/sc\/c7sc04381c\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"514\" height=\"257\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_a4419d1bef2c4a9898db2db9758f249amv2.webp\" alt=\"\" class=\"wp-image-1318\" style=\"width:592px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_a4419d1bef2c4a9898db2db9758f249amv2.webp 514w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_a4419d1bef2c4a9898db2db9758f249amv2-300x150.webp 300w\" sizes=\"auto, (max-width: 514px) 100vw, 514px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>82.<\/strong> Zhao, J.; Brosmer, J. L.; Tang, Q.; Yang, Z.; Houk, K. N.; Diaconescu, P. L.; Kwon, O. Intramolecular Crossed [2 + 2] Photocycloaddition by Visible Light-Induced Energy Transfer. <em>J. Am. Chem. Soc.<\/em> <strong>2017<\/strong>, <em>139<\/em>, 9807\u20139810. DOI: 10.1021\/jacs.7b05277 [<a href=\"http:\/\/pubs.acs.org\/doi\/abs\/10.1021\/jacs.7b05277\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/jacs.7b05277\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>] <br>Spotlights on Recent JACS Publications highlight [<a href=\"http:\/\/pubs.acs.org\/doi\/10.1021\/jacs.7b08278\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/jacs.7b08278\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"193\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_c07d135dcd9744efbeb112287a0a692amv2.gif\" alt=\"\" class=\"wp-image-1319\" style=\"width:446px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>81.<\/strong> Schweitzer, M. K.; Wilting, F.; Sedej, S.; Dreizehnter, L.; Dupper, N. J.; Moretti, A.; My, I.; Kwon, O.; Priori, S. G.; Laugwitz, K.-L.; Breit, A.; Schnitzler, M. M.; Gudermann, T.; Schredelseker, J. Suppression of Arrhythmia by Enhancing Mitochondrial Ca2+ Uptake in Catecholaminergic Ventricular Tachycardia Models.&nbsp;<em>J. Am. Coll. Cardiol. Basic Trans. Science.<\/em>&nbsp;<strong>2017<\/strong>,&nbsp;<em>2<\/em>, 737\u2013747 .&nbsp;DOI: 10.1016\/j.jacbts.2017.06.008 [<a href=\"http:\/\/basictranslational.onlinejacc.org\/content\/early\/2017\/11\/09\/j.jacbts.2017.06.008\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/basictranslational.onlinejacc.org\/content\/btr\/early\/2017\/11\/09\/j.jacbts.2017.06.008.full.pdf?download=true\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"663\" height=\"1024\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/fx1-663x1024.jpg\" alt=\"\" class=\"wp-image-1320\" style=\"width:349px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/fx1-663x1024.jpg 663w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/fx1-194x300.jpg 194w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/fx1.jpg 703w\" sizes=\"auto, (max-width: 663px) 100vw, 663px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>80. <\/strong>Fern\u00e1ndez-del-R\u00edo, L.; Nag, A.; Casado, E. G.; Ariza, J.; Awad, A. M.; Joseph A. I.; Kwon, O.; Verdin, E..; de Cabo, R.; Schneider, C.; Torres, J. Z.; Bur\u00f3n, M. I.; Clarke, C. F.; Villalba, J. M. Kaempferol increases levels of coenzyme Q in kidney cells and serves as a biosynthetic ring precursor.&nbsp;<em>Free Radical Bio. Med.<\/em>&nbsp;<strong>2017<\/strong>,&nbsp;<em>110<\/em>, 176\u2013187.&nbsp;DOI: 10.1016\/j.freeradbiomed.2017.06.006 [<a href=\"http:\/\/www.sciencedirect.com\/science\/article\/pii\/S0891584917306299\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pdf.sciencedirectassets.com\/271331\/1-s2.0-S0891584917X00087\/1-s2.0-S0891584917306299\/main.pdf?X-Amz-Security-Token=IQoJb3JpZ2luX2VjEBIaCXVzLWVhc3QtMSJHMEUCIE35hXUu0bCBo5sLKNavIzMApRcqMrOjllAhd5%2F0g%2FcaAiEA3L3DM%2BkwjR0mVKNa8YuANeEdiqc7X2vgqhM4%2BbO9JngqswUIOxAFGgwwNTkwMDM1NDY4NjUiDP9wjYpZu90AJ6%2FtQiqQBTaa2yV4PplY8qkAuAGeDLy9Am2DlACxNCnbTPEV4XgYqCi1pBXTrsCC1zl6N8Yhnxs5Uf2hx7VLWMrCOb9tbCJW5r7MnOIOeIqG0nOm0Ie1XDB5AsONm%2BFwvwXXZ%2BkUmj9apkfn8w4Nda%2F0V77I5ZYit3yjujiJ9RvDzEQmX22Mz8BZKTxOwj4IkDmMhdY1FfgH%2Fk5VXd%2BfXWN9xkFlqIzC4dcSDiAa6H39l%2FiOt2NSMrt917ILLSjw3TtHK0BEsF2Twrn%2ByURdbW091U1pAd%2BxrWa49ZG0NTq06jQrNU5i20rIuY%2FEatn8Fljb309I7hxjgXz07my%2BJel0rN9EaQzrVBhInX3Tz%2BgAqgpYQV%2F8ycUewbw9%2Fx5z2XPizbm6Q6cGzduhKxzgCsmL3eGVFuMsOzCdrE3hBvWsXX9wDxura%2BAyqGL6vfjqF3zuPVDWYiLbvXDUhSM9MCzr%2Fw9vuKW0pwUv1SpclOuL7R2ViUWdxVjkyNF%2Bq0m9tyC7qnT3dicgpn84LA0sz0QcW5bC9ZEDg2D1%2BlFwaZzoEXJVJCJQ81MmUNgqNwHs0DE78Nqo3ThUXGbPfg%2FuxWGJwsqxB0mxuLHFpEuUzOPHLZpHurPBrgYxGLqtAek%2B7c9l1KoGJ7BdT5qlUvl7NP%2Ff9n3jFdozLUuTw1UmYamdNTOgu%2F9tozSGYWxZ9FsiVO6BvnRh%2F0GKa9hp6r6I4Vz0Wfi%2BH3PLGK3dhNadrwS%2B5sssEG6j98XJb5nb68H8alrNPmycj3aXNgTq8FEs0qqkODZeeB%2F3G7SsMpX8pQbOdjIv9tBFd3BHliyU1sCXHoE%2FKKLlZuIYnM9e11LfbQT4eQs8wPSa9oiTQrjnI089umKn0DDUMMXdv70GOrEBOlfPSm2aYTaqQHkkZLUvrblvVFo8FzcuTBJXHw%2FOiIKUUk%2BMLLkbRnYtEM6xJAuNWuww%2Bf3MyhIU%2Be4%2B0ej61LmmUAFpajzlUZQnVsiJpqxwphpvOP0Xw%2FTlp9T%2BY9ZVTe8TskLghFjPtPmZ%2B4jHXmqhDvoG7zI8knBahBlpItrbZPNDtvNUl%2Br6jq5fxn4LOYqEvx%2FjEPmwjEj8VL%2Fq2VRBInKe%2FiSI27H%2BC2jnf2XP&amp;X-Amz-Algorithm=AWS4-HMAC-SHA256&amp;X-Amz-Date=20250215T022057Z&amp;X-Amz-SignedHeaders=host&amp;X-Amz-Expires=300&amp;X-Amz-Credential=ASIAQ3PHCVTYVL2MYIFN%2F20250215%2Fus-east-1%2Fs3%2Faws4_request&amp;X-Amz-Signature=894f483f257b9b6c44240ec3f3727e89417ac14f99a296b239abfdcad29dc480&amp;hash=510e5012f17e1e376a781a0dbc07572b8b5904f930a0523c408173324a245391&amp;host=68042c943591013ac2b2430a89b270f6af2c76d8dfd086a07176afe7c76c2c61&amp;pii=S0891584917306299&amp;tid=spdf-ac39ee4f-d04c-44aa-b1db-27c8092bda20&amp;sid=0e6b1c715de5054cf29a23825fbe49db982bgxrqa&amp;type=client&amp;tsoh=d3d3LnNjaWVuY2VkaXJlY3QuY29t&amp;ua=0f15585f5253075c560754&amp;rr=9121d25a4ae82b8d&amp;cc=us\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"707\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0891584917306299-fx1_lrg-1024x707.jpg\" alt=\"\" class=\"wp-image-1323\" style=\"width:746px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0891584917306299-fx1_lrg-1024x707.jpg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0891584917306299-fx1_lrg-300x207.jpg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0891584917306299-fx1_lrg-768x530.jpg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0891584917306299-fx1_lrg.jpg 1283w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>79.<\/strong> Zhang, K.; Kwon, O. 2-[(4-Methylphenyl)sulfonyl]-5-phenyl-2-aza-5-phosphabicyclo[2.2.1.]heptane. In&nbsp;<em>Encyclopedia of reagents for Organic Synthesis [Online]<\/em>,&nbsp;John Wiley &amp; Sons Ltd., 2017. DOI:&nbsp;10.1002\/047084289X.rn02004.&nbsp;&nbsp;[<a href=\"http:\/\/onlinelibrary.wiley.com\/doi\/10.1002\/047084289X.rn02004\/full\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/onlinelibrary.wiley.com\/doi\/10.1002\/047084289X.rn02004\/pdf\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"331\" height=\"142\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/HypPhos.png\" alt=\"\" class=\"wp-image-1326\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/HypPhos.png 331w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/HypPhos-300x129.png 300w\" sizes=\"auto, (max-width: 331px) 100vw, 331px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>78.<\/strong> Koc, E.; Kwon, O. Total Syntheses of Heliotridane and Pseudoheliotridane through the 6 Electrocyclization of Nitrodienes. \u2018Symposium-in-Print: New Advances in Pericyclic Reactions\u2019&nbsp;<em>Tetrahedron<\/em>&nbsp;<strong>2017<\/strong>,&nbsp;<em>73<\/em>, 4195\u20134200. DOI: 10.1016\/j.tet.2016.12.056 [<a href=\"http:\/\/www.sciencedirect.com\/science\/article\/pii\/S0040402016313539\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pdf.sciencedirectassets.com\/271372\/1-s2.0-S0040402017X00240\/1-s2.0-S0040402016313539\/main.pdf?X-Amz-Security-Token=IQoJb3JpZ2luX2VjEBIaCXVzLWVhc3QtMSJIMEYCIQCCnMIfIGw%2BhCkoe5mE9jlXhzyQHd%2BN56ZNWjyInOcK7QIhAIAMam0uVaTvUCZvlAbKlHttqedu5aBrAw%2FotwvrqegtKrMFCDsQBRoMMDU5MDAzNTQ2ODY1IgwoRnajbnHNOWNNLeQqkAUU%2F2rKzzDzsJ%2FsndrowOw9eYQQNSkE84i2ajth4Rk11dLJ2dCDk61T4gOMnYu9pydPPO%2B2xOVokGTJD0o7a17C6Rqy5duGzZao8xHkQL8gtQife0m3eSptjlMnkVZQulTtyfvB2sdSve3ygd4Us8aQeoyD2r1ysJ5onYjptHE7fUfOs63S%2Fi2bvvxq%2BCUX9AN9hB7zrvDnHpefStBRHm1iUbtGNe3WpXCwyNfQvMI95cyDk53WtZz6U7MYPVCWvLHJFBFOKwa8oD4pAIiWJNPRewUFa%2BhIivNAHNjNL2npvgKALv3GmPk1DAF1ARMv7CWy7CBa%2FjvT%2FZO9FkAkTS45vHZhc%2B2g3ug1i6%2FaqvlKphShFyASEbtCTGh2wcnCmFbMFYizcef2w8TvH4lppA8Y6YhX0McJdf%2FtF31eEhwfVu1cXP9KABnNQ%2BMUbkgmea1xKkJDl%2F1XxY%2BMvS4UHgxGTlznacYZBlUopl1OeDTsaHEunPIkCxOflLJ4euxri5mrqRy2hhsLyQ4awK4nQPFNm5Z9zgpjpT4BY1t3TGOLpn9ebcOJViosqM%2BNHqOj7CG2ttyWqR6fNXTduDGgqgsRGt36b7iF5XH5aU01uVpUb%2BJno3ObapxkF4qhht7GqYCiksyn%2BelkFSCRLCUL%2F5oAiFDYiSFOP0zBJHYpgKkK1%2FdefvepVxvaJL8dgha4jHVMeu%2BpuwhnRm8AEa692X%2BqBjtd%2F8iQfgCGwroC4bmrdrePc6Vtjiq6QCX4k2InrfIRg958bYzzkn9gdYyithRKZ1N%2BRrBiQR41knJvSiL8mtY2FQUDTA9FLohL2j7A6C1w8QmY7tZbhPpq1e3Fq6LgtJF88BaR7lmSSuyV8Q0L4TCn3b%2B9BjqwAd5TdErZVgXDvCJLaaIpQWRWzC2ckkXQSfZm05vilMY2DT3bEUu107vz9%2FIb3gDqHDE%2BWlvqiV8fsPnXmRyyeZ8Qc54yFD4Kob2ILJHZC01LnW2zF6VTpK9o%2BzbRatw9kh%2B3fD%2B%2BQqtxr3XGvNHkocZKmezEf57IfAuGrSzZvXDDADq0KJfzT9vtIbbq%2FEl3ad0AiSZMpZlIR3yaAzDtTJ5NWjNjRHxre7YeYTqybksz&amp;X-Amz-Algorithm=AWS4-HMAC-SHA256&amp;X-Amz-Date=20250215T022709Z&amp;X-Amz-SignedHeaders=host&amp;X-Amz-Expires=300&amp;X-Amz-Credential=ASIAQ3PHCVTYQHJ4RQNC%2F20250215%2Fus-east-1%2Fs3%2Faws4_request&amp;X-Amz-Signature=6e6bce8256746b0f34b7ad04eb0aa642b6acb6e1602c598fd6fd4e6107fae2da&amp;hash=5e5e6c4c570e1cc8ffb7cbb7a4b7508a8c2ce03dabfcda371ea29c32b7fda698&amp;host=68042c943591013ac2b2430a89b270f6af2c76d8dfd086a07176afe7c76c2c61&amp;pii=S0040402016313539&amp;tid=spdf-5d6ab82b-9ed7-487a-b6a9-73bbc6be0b41&amp;sid=0e6b1c715de5054cf29a23825fbe49db982bgxrqa&amp;type=client&amp;tsoh=d3d3LnNjaWVuY2VkaXJlY3QuY29t&amp;ua=0f15585f5253070c550354&amp;rr=9121db6e4daf2aa6&amp;cc=us\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"160\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Heliotridane-1024x160-1.jpg\" alt=\"\" class=\"wp-image-1327\" style=\"width:724px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Heliotridane-1024x160-1.jpg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Heliotridane-1024x160-1-300x47.jpg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Heliotridane-1024x160-1-768x120.jpg 768w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>77.<\/strong> Fan, Y. C.; Kwon, O. Beyond the Morita\u2013Baylis\u2013Hillman Reaction (n \u2192 \u03c0*). In&nbsp;<em>Lewis Base Catalysis<\/em>, Vol. 2; Vedejs E. Denmark, S. E., Eds.; Wiley-VCH Verlag GmbH &amp; Co, KGaA, Boschstr: Weinheim, Germany, 2016; pp 715\u2013804.&nbsp;DOI: 10.1002\/9783527675142.ch15&nbsp;[<a href=\"http:\/\/onlinelibrary.wiley.com\/book\/10.1002\/9783527675142\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/onlinelibrary.wiley.com\/doi\/epdf\/10.1002\/9783527675142.ch15\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"535\" height=\"319\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_12451efb114949b092bcbad63c7ea7camv2.webp\" alt=\"\" class=\"wp-image-1328\" style=\"width:583px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_12451efb114949b092bcbad63c7ea7camv2.webp 535w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_12451efb114949b092bcbad63c7ea7camv2-300x179.webp 300w\" sizes=\"auto, (max-width: 535px) 100vw, 535px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>76.<\/strong> Kibbie, J. J.; Teles, R. M. B.; Wang, Z.; Hong, P.; Montoya, D.; Krutzik, S.; Lee, S.; Kwon, O.; Modlin, R. L.; Cruz, D. Jagged1 Instructs Macrophage Differentiation in Leprosy.&nbsp;<em>PloS Pathog.<\/em>&nbsp;<strong>2016<\/strong>,&nbsp;<em>12<\/em>, e1005808.&nbsp;DOI: 10.1371\/journal.ppat.1005808 [<a href=\"http:\/\/journals.plos.org\/plospathogens\/article?id=10.1371\/journal.ppat.1005808\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/journals.plos.org\/plospathogens\/article\/file?id=10.1371\/journal.ppat.1005808&amp;type=printable\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"864\" height=\"598\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-3.png\" alt=\"\" class=\"wp-image-1330\" style=\"width:668px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-3.png 864w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-3-300x208.png 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-3-768x532.png 768w\" sizes=\"auto, (max-width: 864px) 100vw, 864px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>75.<\/strong> Zhou, Q.-F.; Zhang, K.; Cai, L.; Kwon, O. Phosphine-Catalyzed Intramolecular Cyclization of \u03b1-(\u03b2-Nitroethyl)allenoates to Form (Z)-Furanone Oximes.&nbsp;<em>Org. Lett.<\/em>&nbsp;<strong>2016<\/strong>,&nbsp;<em>18<\/em>, 2954\u20132957.&nbsp;&nbsp;[<a href=\"http:\/\/pubs.acs.org\/doi\/abs\/10.1021\/acs.orglett.6b01299?journalCode=orlef7&amp;quickLinkVolume=18&amp;quickLinkPage=2954&amp;selectedTab=citation&amp;volume=18\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/acs.orglett.6b01299\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"133\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_846fe07a0d7a44e48280e3a27d3015afmv2.gif\" alt=\"\" class=\"wp-image-1331\" style=\"width:512px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>74.<\/strong> Cai, L.; Zhang, K.; Kwon, O. Catalytic Asymmetric Total Synthesis of (\u2013)-Actinophyllic Acid.&nbsp;<em>J. Am. Chem. Soc.<\/em>&nbsp;<strong>2016<\/strong>,&nbsp;<em>138<\/em>, 3298\u20133301. DOI: 10.1021\/jacs.6b00567 [<a href=\"http:\/\/pubs.acs.org\/doi\/abs\/10.1021\/jacs.6b00567\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pubs.acs.org\/doi\/epdf\/10.1021\/jacs.6b00567?ref=article_openPDF\">pdf<\/a>]<br>organic-chemistry.org highlight [<a href=\"https:\/\/www.organic-chemistry.org\/Highlights\/2016\/21November.shtm\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"253\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2016-00567a_0003-1024x253.jpeg\" alt=\"\" class=\"wp-image-1332\" style=\"width:686px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2016-00567a_0003-1024x253.jpeg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2016-00567a_0003-300x74.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2016-00567a_0003-768x190.jpeg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2016-00567a_0003.jpeg 1250w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>73.<\/strong> Xiao, Y.; Guo, H.; Kwon, O. Nucleophilic Chiral Phosphines: Powerful and Versatile Catalysts for Enantioselective Intermolecular Cyclization Reactions.&nbsp;<em>Aldrichimica Acta<\/em>,&nbsp;<strong>2016<\/strong>,&nbsp;<em>49<\/em>, 3\u201313.&nbsp;[<a href=\"https:\/\/www.sigmaaldrich.com\/deepweb\/assets\/sigmaaldrich\/marketing\/global\/documents\/359\/694\/acta-49-ms.pdf#page=5\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"750\" height=\"571\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-4.png\" alt=\"\" class=\"wp-image-1333\" style=\"width:644px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-4.png 750w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-4-300x228.png 300w\" sizes=\"auto, (max-width: 750px) 100vw, 750px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>72.<\/strong>&nbsp;Wang; Z.; Xu, X.; Gu, Z.; Feng, W.; Qian, H.; Li, Z.; Kwon, O. Interrupted Nazarov Cyclization of 1,4-Pentadien-3-ols: Preparation of Cyclopenta[b]indoles.&nbsp;<em>Chem. Commun.<\/em>&nbsp;<strong>2016<\/strong>,&nbsp;<em>52<\/em>, 2811\u20132814.&nbsp;DOI: 10.1039\/C5CC08596A [<a href=\"http:\/\/pubs.rsc.org\/en\/content\/articlelanding\/2016\/cc\/c5cc08596a#!divAbstract\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.rsc.org\/en\/content\/articlepdf\/2016\/CC\/C5CC08596A\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"288\" height=\"189\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_422f23375b4c4b38a23142a626dfb98fmv2.gif\" alt=\"\" class=\"wp-image-1335\" style=\"width:452px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>71.<\/strong>&nbsp;Lu, J.; Yoshimura, K.; Goto, K.; Lee, C.; Hamura, K.; Kwon, O.; Tamanoi, F. Nanoformulation of geranylgeranyltransferase-I inhibitors for cancer therapy: Liposomal encapsulation and pH-dependent delivery to cancer cells.&nbsp;<em>PloS ONE<\/em>,&nbsp;<strong>2015<\/strong>,&nbsp;<em>10<\/em>, e346b403. DOI: 10.1371\/journal.pone.0137595 [<a href=\"http:\/\/journals.plos.org\/plosone\/article?id=10.1371\/journal.pone.0137595\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/journals.plos.org\/plosone\/article\/asset?id=10.1371%2Fjournal.pone.0137595.PDF\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<p class=\"has-text-align-center wp-block-paragraph\"><img decoding=\"async\" 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\" alt=\"\" style=\"width: 750px;\"><\/p>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>70.<\/strong>&nbsp;Zhang, K.; Cai, L.; Jiang, X.; Garcia-Garibay, M. A.; Kwon, O. Phosphine-Mediated Iterative Arene Homologation Using Allenes.&nbsp;<em>J. Am. Chem. Soc.<\/em>&nbsp;<strong>2015<\/strong>,&nbsp;<em>137<\/em>, 11258\u201311261.&nbsp;DOI: 10.1021\/jacs.5b07403&nbsp;[<a href=\"http:\/\/pubs.acs.org\/doi\/abs\/10.1021\/jacs.5b07403\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/jacs.5b07403\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"175\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_medium_ja-2015-074033_0012.gif\" alt=\"\" class=\"wp-image-1336\" style=\"width:604px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>69. <\/strong>Fan, Y. C.; Kwon, O. Synthesis of Functionalized Alkylidene Indanes and Indanones through Tandem Phosphine-Palladium Catalysis.&nbsp;<em>Org. Lett.<\/em>&nbsp;<strong>2015<\/strong>,&nbsp;<em>17<\/em>, 2058\u20132061.&nbsp;DOI: 10.1021\/acs.orglett.5b00554 [<a href=\"http:\/\/pubs.acs.org\/doi\/abs\/10.1021\/acs.orglett.5b00554\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/acs.orglett.5b00554\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"125\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_3ba0f586470541b9a882255f5223cec4mv2.gif\" alt=\"\" class=\"wp-image-1337\" style=\"width:552px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>68.<\/strong> Xie, L. X.; Williams, K.; He, C. H.; Weng, E.; Khong, S.; Rose, T.; Kwon, O.; Bensinger, S.; Marbois, B.; Clarke, C. F. Resveratrol and para-coumarate serve as ring precursors for coenzyme Q biosynthesis.&nbsp;<em>J. Lipid Res.<\/em>&nbsp;<strong>2015<\/strong>,&nbsp;<em>56<\/em>, 909\u2013919.&nbsp;DOI: 10.1194\/jlr.M057919 [<a href=\"http:\/\/www.jlr.org\/content\/56\/4\/909.long\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/www.jlr.org\/action\/showPdf?pii=S0022-2275%2820%2935571-1\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"678\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/gr1_lrg-1024x678.jpg\" alt=\"\" class=\"wp-image-1338\" style=\"width:867px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/gr1_lrg-1024x678.jpg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/gr1_lrg-300x199.jpg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/gr1_lrg-768x509.jpg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/gr1_lrg.jpg 1280w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>67.<\/strong> Wang, Z.; Kwon, O. (S)- 4,5-Dihydro-3H-dinaphtho[2,1-c:1&#8242;,2&#8242;-e]azepine. In <em>Encyclopedia of reagents for Organic Synthesis<\/em>, John Wiley &amp; Sons Ltd., 2015. DOI: 10.1002\/047084289X.rn01773&nbsp;[<a href=\"http:\/\/onlinelibrary.wiley.com\/doi\/10.1002\/047084289X.rn01773\/pdf\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"343\" height=\"199\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_ae58841b7fb748229f0e99e65be381a0mv2.webp\" alt=\"\" class=\"wp-image-1339\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_ae58841b7fb748229f0e99e65be381a0mv2.webp 343w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_ae58841b7fb748229f0e99e65be381a0mv2-300x174.webp 300w\" sizes=\"auto, (max-width: 343px) 100vw, 343px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>66.<\/strong> Dupper, N. J.; Kwon, O. Functionalized \u03b1,\u03b1-Dibromoesters Through Claisen Rearrangements of Dibromoketene Acetals.&nbsp;<em>Org. Lett.<\/em>&nbsp;<strong>2015<\/strong>,&nbsp;<em>17<\/em>, 1054\u20131057.&nbsp;DOI: 10.1021\/acs.orglett.5b00209 [<a href=\"http:\/\/pubs.acs.org\/doi\/abs\/10.1021\/acs.orglett.5b00209\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/acs.orglett.5b00209\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1000\" height=\"168\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2015-00209k_0011.jpeg\" alt=\"\" class=\"wp-image-1342\" style=\"width:780px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2015-00209k_0011.jpeg 1000w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2015-00209k_0011-300x50.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2015-00209k_0011-768x129.jpeg 768w\" sizes=\"auto, (max-width: 1000px) 100vw, 1000px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>65.<\/strong> Chang, J. W.; Zuhl, A. M.; Speers, A. E.; Niessen, S.; Brown, S. J.; Mulvihill, M. M.; Spicer, T. P.; Southern, M.; Scampavia, L.; Fernandez-Vega, V.; Ferguson, J.; Dix, M. M.; Hodder, P. S.; Rosen, H.; Nomura, D. K.; Kwon, O.; Hsu, K.-L.; Cravatt, B. F. A selective inhibitor of platelet-activating factor acetylhydrolases 1b2 and 1b3 that impairs cancer cell survival.&nbsp;<em>ACS Chem. Biol.&nbsp;<\/em><strong>2015<\/strong>,&nbsp;<em>10<\/em>, 925\u2013932.&nbsp;DOI: 10.1021\/cb500893q [<a href=\"http:\/\/pubs.acs.org\/doi\/abs\/10.1021\/cb500893q\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/cb500893q\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"245\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_8f991458d3cf4198ad483ecd982d59dcmv2.gif\" alt=\"\" class=\"wp-image-1343\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>64.<\/strong>&nbsp;Zhou, Q.-F.; Zhang, K.; Kwon, O. Stereoselective Synthesis of \u03b1,\u03b2-Unsaturated \u03b3-Amino Esters Through Phosphine-Catalyzed \u03b3\u03b3-Umpolung Addition of Sulfonamides to \u03b3-Substituted Allenoates.&nbsp;<em>Tetr. Lett.<\/em>&nbsp;<strong>2015<\/strong>,&nbsp;<em>56<\/em>, 3273\u20133276.&nbsp;DOI: 10.1016\/j.tetlet.2015.01.120 [<a href=\"http:\/\/www.sciencedirect.com\/science\/article\/pii\/S0040403915001586\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/www.sciencedirect.com\/science\/article\/pii\/S0040403915001586\/pdfft?md5=19d55a288eaeaba08c8d8302cafa5d1a&amp;pid=1-s2.0-S0040403915001586-main.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"341\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040403915001586-fx1_lrg-1024x341.jpg\" alt=\"\" class=\"wp-image-1344\" style=\"width:552px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040403915001586-fx1_lrg-1024x341.jpg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040403915001586-fx1_lrg-300x100.jpg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040403915001586-fx1_lrg-768x256.jpg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040403915001586-fx1_lrg.jpg 1328w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>63.<\/strong> Shimizu, H.; Schredelseker, J.; Huang, J.; Lu, K.; Naghdi, S.; Lu, F.; Franklin, S.; Fiji, H. D. G.; Wang, K.; Zhu, H.; Tian, C.; Lin, B.; Nakano, H.; Ehrlich, A.; Nakai, J.; Stieg, A. Z.; Gimzewski, J. K.; Nakano, A.; Goldhaber, J. I.; Vondriska, T. M.; Hajnoczky, G.; Kwon, O.; Chen, J.-N. Mitochondrial Ca<sup>2+<\/sup> uptake by the voltage-dependent anion channel 2 regulates cardiac rhythmicity.&nbsp;<em>eLife<\/em>&nbsp;<strong>2015<\/strong>,&nbsp;<em>4<\/em>, e04801.&nbsp;DOI: 10.7554\/eLife.04801 [<a href=\"https:\/\/elifesciences.org\/articles\/04801\">abstract<\/a>] [<a href=\"http:\/\/www.ncbi.nlm.nih.gov\/pmc\/articles\/PMC4293673\/pdf\/elife04801.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"729\" height=\"322\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-5.png\" alt=\"\" class=\"wp-image-1345\" style=\"width:673px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-5.png 729w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-5-300x133.png 300w\" sizes=\"auto, (max-width: 729px) 100vw, 729px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>62.<\/strong>&nbsp;Henry, C. E.; Xu, Q.; Fan, Y. C.; Martin, T. J.; Belding, L.; Dudding, T.; Kwon, O. Hydroxyproline-derived Pseudo-enantiomeric [2.2.1] Bicyclic Phosphines: Asymmetric Synthesis of (+)- and (-)-Pyrrolines.&nbsp;<em>J. Am. Chem. Soc.&nbsp;<\/em><strong>2014<\/strong>,&nbsp;<em>136<\/em>, 11890\u201311893.&nbsp;DOI: 10.1021\/ja505592h&nbsp;[<a href=\"http:\/\/pubs.acs.org\/doi\/abs\/10.1021\/ja505592h\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ja505592h\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<br><em>SYNFACTS<\/em> <strong>2014<\/strong>, <em>10<\/em>, 1214. highlight [<a href=\"https:\/\/www.thieme-connect.com\/products\/ejournals\/abstract\/10.1055\/s-0034-1379295\">link<\/a>]<br>Kwon Group &#8211; Professor Product Portal (Sigma Aldrich) [<a href=\"https:\/\/www.sigmaaldrich.com\/US\/en\/collections\/professor-product-portal\/kwon\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"246\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_f2fcc11816f342b6b2eca6fe30b88752mv2.gif\" alt=\"\" class=\"wp-image-1346\" style=\"width:570px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>61.<\/strong> Xiao, Y.; Sun, Z.; Guo, H.; Kwon, O. Chiral phosphines in nucleophilic organocatalysis. <em>Beilstein J. Org. Chem.<\/em>,&nbsp;<strong>2014<\/strong>,&nbsp;<em>10<\/em>, 2089\u20132121. DOI: 10.3762\/bjoc.10.218 [<a href=\"http:\/\/www.beilstein-journals.org\/bjoc\/single\/articleFullText.htm?publicId=1860-5397-10-218\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/www.beilstein-journals.org\/bjoc\/content\/pdf\/1860-5397-10-218.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"430\" height=\"161\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_3eb4cf1006054cd0b124c8ae4d20bf5cmv2.webp\" alt=\"\" class=\"wp-image-1348\" style=\"width:450px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_3eb4cf1006054cd0b124c8ae4d20bf5cmv2.webp 430w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_3eb4cf1006054cd0b124c8ae4d20bf5cmv2-300x112.webp 300w\" sizes=\"auto, (max-width: 430px) 100vw, 430px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>60.<\/strong> Khong, S. N.; Kwon, O. Phosphine-Initiated General Base-Catalyzed Quinolone Synthesis. <em>Asian J. Org. Chem.<\/em>,&nbsp;<strong>2014<\/strong>,&nbsp;<em>3<\/em>, 453\u2013457.&nbsp;DOI: 10.1002\/ajoc.201402039 [<a href=\"https:\/\/aces.onlinelibrary.wiley.com\/doi\/10.1002\/ajoc.201402039\">abstract<\/a>] [<a href=\"https:\/\/aces.onlinelibrary.wiley.com\/doi\/epdf\/10.1002\/ajoc.201402039\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"391\" height=\"262\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_5234b9df46544e6ebb85cd75a2ec0cbcmv2.webp\" alt=\"\" class=\"wp-image-1350\" style=\"width:475px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_5234b9df46544e6ebb85cd75a2ec0cbcmv2.webp 391w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_5234b9df46544e6ebb85cd75a2ec0cbcmv2-300x201.webp 300w\" sizes=\"auto, (max-width: 391px) 100vw, 391px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>59.<\/strong> Wang, Z.; Xu, X.; Kwon, O. Phosphine Catalysis of Allenes with Electrophiles.&nbsp;<em>Chem. Soc. Rev., Special Issue &#8220;Progress in Allene Chemistry<\/em>&#8221;&nbsp;<strong>2014<\/strong>,&nbsp;<em>43<\/em>, 2927\u20132940.&nbsp;DOI: 10.1039\/C4CS00054D&nbsp;[<a href=\"http:\/\/pubs.rsc.org\/en\/Content\/ArticleLanding\/2014\/CS\/c4cs00054d#!divAbstract\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.rsc.org\/en\/content\/articlepdf\/2014\/cs\/c4cs00054d\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"378\" height=\"151\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/Get-1.gif\" alt=\"\" class=\"wp-image-1352\" style=\"width:476px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>58. <\/strong>Fan, Y. C.; Kwon, O. Advances in Nucleophilic Phosphine Catalysis of Alkenes, Allenes, Acetylenes, and MBHADs.&nbsp;<em>Chem. Commun.<\/em>&nbsp;<strong>2013<\/strong>,&nbsp;<em>49<\/em>, 11588\u201311619. DOI: 10.1039\/C3CC47368F&nbsp;[<a href=\"http:\/\/pubs.rsc.org\/en\/content\/articlelanding\/2013\/cc\/c3cc47368f#!divAbstract\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.rsc.org\/en\/content\/articlepdf\/2013\/cc\/c3cc47368f\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"378\" height=\"154\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_73db556219fa4bfeac206b57e4aa678amv2.gif\" alt=\"\" class=\"wp-image-1353\" style=\"width:458px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>57.<\/strong> Zimonjic, D. B.; Chan, L. N.; Tripathi, V.; Lu, J.; Kwon, O.; Popescu, N. C.; Lowy, D. R.; Tamanoi, F. In vitro and in vivo effects of geranylgeranyltransferase I inhibitor P61A6 on non-small cell lung cancer cells.&nbsp;<em>BMC Cancer<\/em>,&nbsp;<strong>2013<\/strong>,&nbsp;<em>13<\/em>, 198. DOI:10.1186\/1471-2407-13-198.[<a href=\"https:\/\/bmccancer.biomedcentral.com\/articles\/10.1186\/1471-2407-13-198\">abstract<\/a>] [<a href=\"http:\/\/www.ncbi.nlm.nih.gov\/pmc\/articles\/PMC3639152\/pdf\/1471-2407-13-198.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"743\" height=\"243\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_1b1d705d1ab54616b8344b3839d84a3cmv2.webp\" alt=\"\" class=\"wp-image-1354\" style=\"width:629px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_1b1d705d1ab54616b8344b3839d84a3cmv2.webp 743w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_1b1d705d1ab54616b8344b3839d84a3cmv2-300x98.webp 300w\" sizes=\"auto, (max-width: 743px) 100vw, 743px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>56.<\/strong>&nbsp;Creech, G. S.; Kwon, O. Palladium-catalyzed coupling of electron deficient \u03b2-nitrovinyl and <em>o<\/em>-nitroaryl thioethers for the synthesis of nitrodienes, nitrostyrenes and nitrobiaryls. <em>Chem. Sci.&nbsp;<\/em><strong>2013<\/strong>,&nbsp;<em>4<\/em>, 2670\u20132674.&nbsp;DOI: 10.1039\/C3SC50773D [<a href=\"http:\/\/pubs.rsc.org\/en\/content\/articlelanding\/2013\/sc\/c3sc50773d#!divAbstract\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.rsc.org\/en\/content\/articlepdf\/2013\/sc\/c3sc50773d\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"378\" height=\"154\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_c1fe1fe51d1541cba4f075631173061dmv2.gif\" alt=\"\" class=\"wp-image-1355\" style=\"width:400px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>55.<\/strong> Wang, Z.; Kwon, O. Phosphine Organocatalysis as a Platform for Diversity-Oriented Synthesis. In <em>Diversity-Oriented Synthesis: Basics and Applications in Organic Synthesis, Drug Discovery, and Chemical Biology<\/em> Trabocchi, A., Ed.; John Wiley &amp; Sons, Inc., 2013; pp 97-133.&nbsp;DOI: 10.1002\/9781118618110.ch4 [<a href=\"http:\/\/onlinelibrary.wiley.com\/doi\/10.1002\/9781118618110.ch4\/summary\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/onlinelibrary.wiley.com\/doi\/epdf\/10.1002\/9781118618110.ch4\">pdf<\/a>]<\/p>\n\n\n\n<p class=\"has-text-align-center wp-block-paragraph\"><img decoding=\"async\" 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\" alt=\"\" style=\"width: 500px;\"><\/p>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>54.<\/strong> Patel, A.; Barcan, G. A.; Kwon, O.; Houk, K. N. Origins of 1,6-Stereoinduction in Torquoselective 6\u03c0 Electrocyclizations.<em>&nbsp;J. Am. Chem. Soc.<\/em>&nbsp;<strong>2013<\/strong>,&nbsp;<em>135<\/em>, 4878\u20134883.&nbsp;DOI: 10.1021\/ja400882y [<a href=\"http:\/\/pubs.acs.org\/doi\/abs\/10.1021\/ja400882y\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ja400882y\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1000\" height=\"360\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2013-00882y_0001.jpeg\" alt=\"\" class=\"wp-image-1356\" style=\"width:634px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2013-00882y_0001.jpeg 1000w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2013-00882y_0001-300x108.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2013-00882y_0001-768x276.jpeg 768w\" sizes=\"auto, (max-width: 1000px) 100vw, 1000px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>53.<\/strong>&nbsp;Florian, A. E.; Lepensky, C. K.; Kwon, O.; Haynes, M. K.; Sklar, L. A.; Zweifach, A. Flow Cytometry Enables A High-throughput Homogeneous Fluorescent Antibody-Binding Assay for -Cytotoxic T Cell Lytic Granule Exocytosis.<em>&nbsp;J. Biomol. Screen.&nbsp;<\/em><strong>2013<\/strong>,&nbsp;<em>18<\/em>, 420\u2013429. DOI: 10.1177\/1087057112466697 [<a href=\"http:\/\/jbx.sagepub.com\/content\/18\/4\/420.abstract\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/jbx.sagepub.com\/content\/18\/4\/420.full.pdf+html\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"366\" height=\"255\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_a8aef9c19a4e4eb59fc5741a819770cemv2.webp\" alt=\"\" class=\"wp-image-1358\" style=\"width:474px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_a8aef9c19a4e4eb59fc5741a819770cemv2.webp 366w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_a8aef9c19a4e4eb59fc5741a819770cemv2-300x209.webp 300w\" sizes=\"auto, (max-width: 366px) 100vw, 366px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>52.<\/strong>&nbsp;Barcan, G. A.; Patel, A.; Houk, K. N.; Kwon, O. A Torquoselective 6\u03c0 Electrocyclization Approach to Reserpine Alkaloids.&nbsp;<em>Org. Lett.<\/em>&nbsp;<strong>2012<\/strong>,&nbsp;<em>14<\/em>, 5388\u20135391. DOI: 10.1021\/ol302265z&nbsp;[<a href=\"http:\/\/pubs.acs.org\/doi\/abs\/10.1021\/ol302265z\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ol302265z\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"104\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_29390fbbc2ea42c9ba68d369c4f93611mv2.gif\" alt=\"\" class=\"wp-image-1359\" style=\"width:666px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>51.<\/strong>&nbsp;Khong, S. N.; Kwon, O. One-Pot Phosphine-Catalyzed Quinoline Synthesis.&nbsp;<em>J. Org. Chem.&nbsp;<\/em><strong>2012<\/strong>,&nbsp;<em>77<\/em>, 8257\u20138267. DOI: 10.1021\/jo30 15825 [<a href=\"http:\/\/pubs.acs.org\/doi\/abs\/10.1021\/jo3015825\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/jo3015825\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>] <br>Organic Chemistry Portal highlight [<a href=\"http:\/\/www.organic-chemistry.org\/abstracts\/lit3\/803.shtm\" target=\"_blank\" rel=\"noreferrer noopener\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1000\" height=\"263\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_jo-2012-015825_0014.jpeg\" alt=\"\" class=\"wp-image-1361\" style=\"width:576px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_jo-2012-015825_0014.jpeg 1000w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_jo-2012-015825_0014-300x79.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_jo-2012-015825_0014-768x202.jpeg 768w\" sizes=\"auto, (max-width: 1000px) 100vw, 1000px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>50.<\/strong>&nbsp;Villa, R. A.; Xu, Q.; Kwon, O. Total Synthesis of (\u00b1)-Hirsutine: The Application of Phosphine-Catalyzed [4+2] Annulation of Imine with \u03b1-Methyl Allenoate.&nbsp;<em>Org. Lett.<\/em>&nbsp;<strong>2012<\/strong>,&nbsp;<em>14<\/em>, 4634\u20134637.&nbsp;DOI: 10.1021\/ol302077n [<a href=\"https:\/\/pubs.acs.org\/doi\/10.1021\/ol302077n\">abstract<\/a>] [<a href=\"http:\/\/www.ncbi.nlm.nih.gov\/pmc\/articles\/PMC3439149\/pdf\/nihms-403626.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<p class=\"has-text-align-center wp-block-paragraph\"><img decoding=\"async\" class=\"shrinkToFit\" src=\"https:\/\/pubs.acs.org\/cms\/10.1021\/ol302077n\/asset\/images\/large\/ol-2012-02077n_0006.jpeg\" alt=\"https:\/\/pubs.acs.org\/cms\/10.1021\/ol302077n\/asset\/images\/large\/ol-2012-02077n_0006.jpeg\" style=\"width: 700px;\"><\/p>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>49.<\/strong>&nbsp;Fan, Y. C.; Kwon, O. Phosphine\/Palladium-Catalyzed Syntheses of Alkylidene Phthalans, 3- Deoxyisoochracinic Acid, Isoochracinic Acid, and Isoochracinol.&nbsp;<em>Org. Lett.<\/em>&nbsp;<strong>2012<\/strong>,&nbsp;<em>14<\/em>, 3264\u20133267.&nbsp;DOI: 10.1021\/ol301154f&nbsp;[<a href=\"http:\/\/pubs.acs.org\/doi\/abs\/10.1021\/ol301154f\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ol301154f\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1000\" height=\"222\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2012-01154f_0010.jpeg\" alt=\"\" class=\"wp-image-1363\" style=\"width:640px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2012-01154f_0010.jpeg 1000w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2012-01154f_0010-300x67.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2012-01154f_0010-768x170.jpeg 768w\" sizes=\"auto, (max-width: 1000px) 100vw, 1000px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>48.<\/strong>&nbsp;Andrews, I. P.; Kwon, O. Enantioselective total synthesis of (+)-ibophyllidine via an asymmetric phosphine-catalyzed [3+2] annulation.&nbsp;<em>Chem. Sci.<\/em>&nbsp;<strong>2012<\/strong>,&nbsp;<em>3<\/em>, 2510\u20132514. DOI:&nbsp;10.1039\/C2SC20468A [<a href=\"http:\/\/pubs.rsc.org\/en\/Content\/ArticleHtml\/2012\/SC\/c2sc20468a\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.rsc.org\/en\/content\/articlepdf\/2012\/SC\/C2SC20468A\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<br>Listed in the &#8220;Top ten most accessed articles in May 2012&#8221; [<a href=\"https:\/\/blogs.rsc.org\/sc\/2012\/06\/20\/top-ten-most-accessed-articles-in-may\/\">link<\/a>]<br>Listed in the &#8220;Top ten most accessed articles in June 2012&#8221; [<a href=\"https:\/\/blogs.rsc.org\/sc\/2012\/07\/19\/top-ten-most-accessed-articles-in-june\/?doing_wp_cron=1739831989.9584100246429443359375\">link<\/a>]<br><em>SYNFACTS<\/em>, <strong>2012<\/strong>, <em>8<\/em>, 1284. highlight [<a href=\"https:\/\/www.thieme-connect.com\/products\/ejournals\/html\/10.1055\/s-0032-1317547\" target=\"_blank\" rel=\"noreferrer noopener\">link<\/a>]<br>Organic Chemistry Portal highlight [<a href=\"https:\/\/www.organic-chemistry.org\/Highlights\/2013\/29April.shtm\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"661\" height=\"450\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-6.png\" alt=\"\" class=\"wp-image-1366\" style=\"width:513px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-6.png 661w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-6-300x204.png 300w\" sizes=\"auto, (max-width: 661px) 100vw, 661px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>47.<\/strong> Khong, S. N.; Kwon, O. Chiral Aminophosphine Syntheses and Initial Attempts in Enantioselective Double-Michael Indoline Synthesis.&nbsp;<em>Molecules, Special Issue &#8220;Asymmetric Catalysis,&#8221;<\/em>&nbsp;<strong>2012<\/strong>,&nbsp;<em>17<\/em>, 5626\u20135650.&nbsp;DOI: 10.3390\/molecules17055626 [<a href=\"https:\/\/www.mdpi.com\/1420-3049\/17\/5\/5626\">abstract<\/a>] [<a href=\"https:\/\/www.google.com\/url?sa=t&amp;rct=j&amp;q=&amp;esrc=s&amp;source=web&amp;cd=2&amp;ved=0ahUKEwio18SAquXLAhUP3WMKHcGuBVcQFggsMAE&amp;url=http%3A%2F%2Fwww.mdpi.com%2F1420-3049%2F17%2F5%2F5626%2Fpdf&amp;usg=AFQjCNGLwYjUOmtvnsupsQnFulKjNSkQig&amp;sig2=moBYvMMUffBDmz_zhUIv-A\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"485\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/molecules-17-05626-g006-1024x485.png\" alt=\"\" class=\"wp-image-1367\" style=\"width:723px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/molecules-17-05626-g006-1024x485.png 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/molecules-17-05626-g006-300x142.png 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/molecules-17-05626-g006-768x363.png 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/molecules-17-05626-g006-1536x727.png 1536w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/molecules-17-05626-g006-2048x969.png 2048w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>46.<\/strong> Andrews, I. P.; Blank, B. R.; Kwon, O. Phosphine-catalyzed intramolecular \u03b3-umpolung addition of \u03b1-aminoalkylallenic esters: facile synthesis of 3-carbethoxy-2-alkyl-3&nbsp;pyrrolines. <em>Chem.&nbsp;Commun.<\/em>&nbsp;<strong>2012<\/strong>, <em>48<\/em>, 5373\u20135375. DOI: 10.1039\/C2CC31347B [<a href=\"http:\/\/pubs.rsc.org\/en\/Content\/ArticleLanding\/2012\/CC\/c2cc31347b#!divAbstract\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.rsc.org\/en\/content\/articlepdf\/2012\/cc\/c2cc31347b\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full\"><img loading=\"lazy\" decoding=\"async\" width=\"377\" height=\"172\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_fe12048d1a4e4ae08770a44a0a84d63amv2.gif\" alt=\"\" class=\"wp-image-1368\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>45.<\/strong> Jing, C.; Na, R.; Liu, H.; Zhang, L.; Liu, J.; Wang, M.; Zhong, J.; Kwon, O.; Guo, H. Phosphine-Catalyzed [3+2] and [4+3] Annulation Reactions of C,N-Cyclic Azomethine Imines with Allenoates.&nbsp;<em>Adv. Syn. Catal.<\/em>&nbsp;<strong>2012<\/strong>,&nbsp;<em>354<\/em>, 1023\u20131034.&nbsp;DOI: 10.1002\/adsc.201100831 [<a href=\"https:\/\/advanced.onlinelibrary.wiley.com\/doi\/10.1002\/adsc.201100831\">abstract<\/a>] [<a href=\"http:\/\/www.ncbi.nlm.nih.gov\/pmc\/articles\/PMC4266944\/pdf\/nihms610068.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"541\" height=\"385\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/msch001.jpg\" alt=\"\" class=\"wp-image-1370\" style=\"width:463px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/msch001.jpg 541w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/msch001-300x213.jpg 300w\" sizes=\"auto, (max-width: 541px) 100vw, 541px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>44.<\/strong> Xu, Q.; Kwon, O. Bis(diphenylphsophino)methane. In <em>Encyclopedia of reagents for Organic Synthesis [Online]<\/em>, John Wiley &amp; Sons Ltd., 2012. DOI: 10.1002\/047084289X.rn01439 [<a href=\"https:\/\/onlinelibrary.wiley.com\/doi\/10.1002\/047084289X.rn01439\">abstract<\/a>] [<a href=\"https:\/\/onlinelibrary.wiley.com\/doi\/epdf\/10.1002\/047084289X.rn01439\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"733\" height=\"205\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-7.png\" alt=\"\" class=\"wp-image-1371\" style=\"width:399px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-7.png 733w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-7-300x84.png 300w\" sizes=\"auto, (max-width: 733px) 100vw, 733px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>43.<\/strong>&nbsp;Fan, Y. C.; Kwon, O. Phosphine Catalysis. In <em>Science of Synthesis<\/em>; List, B., Ed.; Asymmetric Organocatalysis, Vol. 1, Lewis Base and Acid Catalysts; Georg Thieme: Stuttggart, 2012; pp 723-782.&nbsp;DOI: 10.1055\/sos-SD-204-00359. [<a href=\"https:\/\/www.thieme-connect.de\/products\/ebooks\/lookinside\/10.1055\/sos-SD-204-00359\">abstract<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"171\" height=\"253\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/cover_big.jpg\" alt=\"\" class=\"wp-image-1373\" style=\"width:187px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>42.<\/strong> Chan, L. N.; Watanabe, M.; Kwon, O.; Tamanoi, F. Small molecule inhibitors of GGTase-I from the heterocycle library derived from phosphine catalysis. In<em> Enzymes<\/em>; Hrycyna, C.; Bergo, M.; Tamanoi, F., Eds.; Volume 30, Protein Prenylation Part B; Academic Press\/Elsevier: Amsterdam, 2011; pp 165-177. DOI: 10.1016\/B978-0-12-415922-8.00007-0 [<a href=\"https:\/\/www.sciencedirect.com\/science\/article\/abs\/pii\/B9780124159228000070\">abstract<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"123\" height=\"219\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_08d8911dff3f443cbde170cc1f052551mv2.webp\" alt=\"\" class=\"wp-image-1375\" style=\"width:153px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>41. <\/strong>&nbsp;Chan, L. N.; Fiji, H. D. G.; Watanabe, M.; Kwon, O.; Tamanoi, F. .Identification and Characterization of Mechanism of Action of P61-E7, a Novel Phosphine Catalysis-Based Inhibitor of Geranylgeranyltransferase-I.&nbsp;<em>PloS ONE<\/em>,&nbsp;<strong>2011<\/strong>,&nbsp;<em>6<\/em>, e26135.&nbsp;DOI: 10.1371\/journal.pone.0026135 [<a href=\"https:\/\/journals.plos.org\/plosone\/article?id=10.1371\/journal.pone.0026135\">abstract<\/a>] [<a href=\"http:\/\/www.ncbi.nlm.nih.gov\/pmc\/articles\/PMC3196516\/pdf\/pone.0026135.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"997\" height=\"525\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-8.png\" alt=\"\" class=\"wp-image-1376\" style=\"width:583px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-8.png 997w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-8-300x158.png 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-8-768x404.png 768w\" sizes=\"auto, (max-width: 997px) 100vw, 997px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>40.<\/strong>&nbsp;Szeto, J.; Sriramurthy, V.; Kwon, O. Phosphine-Initiated General Base Catalysis: Facile Access to Benzannulated 1,3-Diheteroatom Five-Membered Rings via Double-Michael Reactions of Allenes.&nbsp;<em>Org. Lett.<\/em>&nbsp;<strong>2011<\/strong>,&nbsp;<em>13<\/em>, 5420\u20135423. DOI: 10.1021\/ol201730q [<a href=\"http:\/\/dx.doi.org\/10.1021\/ol201730q\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ol201730q\" target=\"_blank\" rel=\"noreferrer noopener\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"945\" height=\"215\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2011-01730q_0009.jpeg\" alt=\"\" class=\"wp-image-1379\" style=\"width:522px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2011-01730q_0009.jpeg 945w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2011-01730q_0009-300x68.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2011-01730q_0009-768x175.jpeg 768w\" sizes=\"auto, (max-width: 945px) 100vw, 945px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>39.<\/strong> Na, R.; Jing, C.; Xu, Q.; Shi, J.; Jiang, H.; Wu, X.; Zhong, J.; Wang, M.; Benitez, D.; Goddard, W. A.; Guo, H.; Kwon, O. Phosphine-Catalyzed Annulation Reactions of Azomethine Imines: Allene-Dependent [3+2], [3+3], [4+3], and [3+2+3] Pathways.&nbsp;<em>J. Am. Chem. Soc.<\/em>&nbsp;<strong>2011<\/strong>,&nbsp;<em>133<\/em>, 13337\u201313348.&nbsp;DOI: 10.1021\/ja200231v [<a href=\"http:\/\/dx.doi.org\/10.1021\/ja200231v\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ja200231v\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1000\" height=\"353\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2011-00231v_0019.jpeg\" alt=\"\" class=\"wp-image-1380\" style=\"width:530px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2011-00231v_0019.jpeg 1000w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2011-00231v_0019-300x106.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2011-00231v_0019-768x271.jpeg 768w\" sizes=\"auto, (max-width: 1000px) 100vw, 1000px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>38.<\/strong> Tran, Y. S.; Martin, T. J.; Kwon, O. Phosphine-Catalyzed [4 + 2] Annulations of 2-Alkylallenoates and Olefins: Synthesis of Multisubstituted Cyclohexenes.&nbsp;<em>Chem. Asian. J.<\/em>&nbsp;<strong>2011<\/strong>,&nbsp;<em>6<\/em>, 2101\u20132106. DOI: 10.1002\/asia.201100190&nbsp;[<a href=\"http:\/\/dx.doi.org\/10.1002\/asia.201100190\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/onlinelibrary.wiley.com\/doi\/10.1002\/asia.201100190\/pdf\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"537\" height=\"163\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/msch001-1.jpg\" alt=\"\" class=\"wp-image-1381\" style=\"width:471px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/msch001-1.jpg 537w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/msch001-1-300x91.jpg 300w\" sizes=\"auto, (max-width: 537px) 100vw, 537px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>37.<\/strong> Fan, Y. C.; Kwon, O. Diversity-Oriented Synthesis Based on the DPPP-Catalyzed Mixed Double-Michael Reactions of Electron-Deficient Acetylenes and \u03b2-Amino Alcohols.&nbsp;<em>Molecules, Special Issue &#8220;Diversity-Oriented Synthesis&#8221;<\/em>&nbsp;<strong>2011<\/strong>,&nbsp;<em>16<\/em>, 3802\u20133825.&nbsp;DOI: 10.3390\/molecules16053802 [<a href=\"http:\/\/dx.doi.org\/10.3390\/molecules16053802\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/www.mdpi.com\/1420-3049\/16\/5\/3802\/pdf\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"476\" height=\"141\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-9.png\" alt=\"\" class=\"wp-image-1382\" style=\"width:454px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-9.png 476w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-9-300x89.png 300w\" sizes=\"auto, (max-width: 476px) 100vw, 476px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>36.<\/strong> Martin, T. J.; Tran, Y. S; Vakhshori, V. G.; Kwon, O. Phosphine-Catalyzed \u03b2&#8217;-Umpolung Addition of Activated \u03b1-Alkyl Allenes.&nbsp;<em>Org. Lett.<\/em>&nbsp;<strong>2011<\/strong>,&nbsp;<em>13<\/em>, 2586\u20132589. DOI: 10.1021\/ol200697m [<a href=\"http:\/\/dx.doi.org\/10.1021\/ol200697m\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ol200697m\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"927\" height=\"241\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2011-00697m_0012.jpeg\" alt=\"\" class=\"wp-image-1383\" style=\"width:503px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2011-00697m_0012.jpeg 927w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2011-00697m_0012-300x78.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2011-00697m_0012-768x200.jpeg 768w\" sizes=\"auto, (max-width: 927px) 100vw, 927px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>35.<\/strong> Cruz, D.; Wang, Z.; Kibbie, J.; Modlin, R.; Kwon, O. Diversity through phosphine catalysis identifies octahydro-1,6-naphthyridin-4-ones as activators of endothelium-driven innate immunity.&nbsp;<em>Proc. Natl. Acad. Sci. U. S. A.<\/em>&nbsp;<strong>2011<\/strong>,&nbsp;<em>108<\/em>, 6769\u20136774.&nbsp;DOI: 10.1073\/pnas.1015254108 [<a href=\"http:\/\/dx.doi.org\/10.1073\/pnas.1015254108\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/www.pnas.org\/content\/early\/2011\/03\/02\/1015254108.full.pdf+html\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"761\" height=\"297\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_29e4ee7a37b646608ed284c8a4817c28mv2.webp\" alt=\"\" class=\"wp-image-1385\" style=\"width:645px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_29e4ee7a37b646608ed284c8a4817c28mv2.webp 761w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/6216a8_29e4ee7a37b646608ed284c8a4817c28mv2-300x117.webp 300w\" sizes=\"auto, (max-width: 761px) 100vw, 761px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>34.<\/strong> Choi, J.; Mouillesseauex, K.; Wang, Z.; Fiji, H. D. G.; Kinderman, S. S.; Otto, G. W.; Geisler, R.; Kwon, O.; Chen, J.-N. Aplexone Targets the HMG-CoA Reductase Pathway and Differentially Regulates Arteriovenous Angiogenesis.&nbsp;<em>Development<\/em>&nbsp;<strong>2011<\/strong>,&nbsp;<em>138<\/em>, 1173\u20131182.&nbsp;DOI: 10.1242\/dev.054049 [<a href=\"http:\/\/dx.doi.org\/10.1242\/dev.054049\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/cob.silverchair-cdn.com\/cob\/content_public\/journal\/dev\/138\/6\/10.1242_dev.054049\/3\/1173.pdf?Expires=1742870112&amp;Signature=VDTX~L078zPMIEvAbK91tcGThip1j0dt4Pd8jtnxWGZS~1wicGPZGgao8ZeLBHWqJUlaRIl91HWa1HpFlx1JCbk0jNLfkEa~Lt9cF~GIW4ar0t4eamWdGdmMpkq~wSv0FCdodiXbx8Wt-Qlp25l2r9na0G3HBitEjNyVok1qR7Z~BYlHY-ZOnqD5a2WowhxRUzPPyFBdu3el03uXSosQ9hb9c0hlPgzN5N0sSWhvx5fmmEHqfkvXHQp9URVWAuRDG5ZBg~p2kyC~JfrxefnXvAtsXMuzQGZv4Nfd9-kAcX4bf0CqVL4BfJkk61iG-VIcCUDV80~FEBlNsCOxh-rlsA__&amp;Key-Pair-Id=APKAIE5G5CRDK6RD3PGA\">pdf<\/a><a href=\"http:\/\/dev.biologists.org\/content\/138\/6\/1173.full.pdf+html\" target=\"_blank\" rel=\"noreferrer noopener\">]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"457\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/dev054049f6-1024x457.jpeg\" alt=\"\" class=\"wp-image-1386\" style=\"width:580px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/dev054049f6-1024x457.jpeg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/dev054049f6-300x134.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/dev054049f6-768x343.jpeg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/dev054049f6-1536x686.jpeg 1536w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/dev054049f6.jpeg 1800w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>33.<\/strong> Andrews, I. P.; Kwon, O. Phosphine Catalyzed [3+2] Annulation: Synthesis of Ethyl 5-(tert-Butyl)-2-phenyl-1-Tosyl-3-Pyrroline-3-Carboxylate.&nbsp;<em>Org. Synth.<\/em>&nbsp;<strong>2011<\/strong>,&nbsp;<em>88<\/em>, 138\u2013151. DOI: 10.1002\/0471264229.os088.13&nbsp;[<a href=\"http:\/\/www.orgsyn.org\/demo.aspx?prep=v88p0138\">abstract<\/a>] [<a href=\"http:\/\/www.orgsyn.org\/Content\/pdfs\/procedures\/v88p0138.pdf\">pdf<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"699\" height=\"276\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-10.png\" alt=\"\" class=\"wp-image-1388\" style=\"width:571px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-10.png 699w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-10-300x118.png 300w\" sizes=\"auto, (max-width: 699px) 100vw, 699px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>32.<\/strong> Wang, Z.; Castellano, S.; Kinderman, S. S.; Argueta, C. E.; Beshir, A. B.; Fenteany, G.; Kwon, O. Diversity via a Branched Reaction Pathway: Generation of A Library of Sixteen Muticyclic Scaffolds and Identification of Anti-Migratory Agents.&nbsp;<em>Chem.&nbsp;Eur. J.<\/em>&nbsp;<strong>2011<\/strong>,&nbsp;<em>17<\/em>, 649\u2013654.&nbsp; DOI: 10.1002\/chem.201002195 [<a href=\"http:\/\/dx.doi.org\/10.1002\/chem.201002195\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/onlinelibrary.wiley.com\/doi\/10.1002\/chem.201002195\/pdf\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"591\" height=\"217\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/mcontent.jpg\" alt=\"\" class=\"wp-image-1390\" style=\"width:557px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/mcontent.jpg 591w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/mcontent-300x110.jpg 300w\" sizes=\"auto, (max-width: 591px) 100vw, 591px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>31.<\/strong>&nbsp;Creech, G. S.; Kwon, O. Tandem 6?-Electrocyclization and Cycloaddition of Nitrodienes to Yield Multicyclic Nitroso Acetals.&nbsp;<em>J. Am. Chem. Soc.<\/em>&nbsp;<strong>2010<\/strong>,&nbsp;<em>132<\/em>, 8876\u20138877. DOI: 10.1021\/ja1038819&nbsp;[<a href=\"http:\/\/dx.doi.org\/10.1021\/ja1038819\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ja1038819\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"245\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2010-038819_0005-1024x245.jpeg\" alt=\"\" class=\"wp-image-1391\" style=\"width:569px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2010-038819_0005-1024x245.jpeg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2010-038819_0005-300x72.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2010-038819_0005-768x184.jpeg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2010-038819_0005-1536x367.jpeg 1536w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2010-038819_0005-2048x490.jpeg 2048w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>30.<\/strong> Khong, S. N.; Tran, Y. S.; Kwon, O. Equilibrium Between a Vinylogous Ylide and a Phosphonium Dienolate Zwitterion: Vinylogous Wittig Olefination Versus Vinylogous Aldol-Type&nbsp;Reaction.&nbsp;<em>Tetrahedron<\/em> <strong>2010<\/strong>,&nbsp;<em>66<\/em>, 4760\u20134768.&nbsp;DOI: 10.1016\/j.tet.2010.03.044 [<a href=\"http:\/\/dx.doi.org\/10.1016\/j.tet.2010.03.044\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pdf.sciencedirectassets.com\/271372\/1-s2.0-S0040402010X00229\/1-s2.0-S0040402010004114\/main.pdf?X-Amz-Security-Token=IQoJb3JpZ2luX2VjEFoaCXVzLWVhc3QtMSJHMEUCIQCvk3hEBzj2na1F6gJW0VH3Ug4uW6sBtZ3cDJmX6Tvj5AIgRz26AvBeJJpbut52hWLM472ahtH2Nyh8A8ySvps7FEcqvAUIg%2F%2F%2F%2F%2F%2F%2F%2F%2F%2F%2FARAFGgwwNTkwMDM1NDY4NjUiDBTNu48GRrCzHfRzDSqQBSMxY50g7SrZYCxtPWSuf6cujKPU2PMC%2F9fHG4Me7AD5kQdaz2m%2BmJOr8O4RBkM1vIiChUoCJtZ2xkNK4ZrHxgPgxo3muBxtTZEiRBsMsP1iWtBvbrNDgHVqA6TeDrYCyMKNFjT3wKdPl7bQRnNkfb6lcu5iys%2Bvb1YqUiIfX%2F7GYKtko9mobtEo3s0dHxFGxU5pO3Us8QP2bf7qVC%2Fsfw%2BSFO%2BQfsUOm4L6UylriG%2BEBKg0oBibVzcSWkonumNCu3x6Obqpn9dLhxlsO2JVpRI%2BPIG648YkK9N8vbnbiieiGJfUXd0uE5DXYCuTraACAT8Ewoj9laWXul9cnhCka8ycVXMgYNnvOpU1kANF2juaNftLE9UmzLko%2BGFg43D4ml6kOfnI5GBMcaH5NY5tTYmc616TIJKWeEQdrneJl%2FFFfSyXkiHdhlHRo41ICUPqafbdqEjAPxPORYc%2BVxxy%2BPRxUW%2F5B%2B7IBg62OC37QPmD%2FX6bhrj9OOkGq4e5SN%2FjPBeXOS3qeIIq%2FoqG0rfh8NuajNajCsoalMhvRdIkKibYbIisgt6cw4Lk%2B%2FYVa28%2FmpW8d0jSdRl8kw4Qo6Hju8Y336bV6hP%2B2N1edTXaRD8IIB%2FtPp9zWV4AbuBlJ6kpawervL2L85sdAYuHl1VCoIWu40EwbgjcA4ZviFv0SzqEuENuXqbdpYtuGBpSYuyQEIoR5P2KOi4f1DPwNHG1XLlUWxfcBsWIwmsrh6fXZcvCTNW4Z1HW8qZ5yTmM7%2BV9G96jQ1mcFyEq9Uj5BCWWyra%2BDA8524KTISdLb2KBzrd83MtxPh6Pc9TcQo%2FTM%2F%2F4MDeRpc7jreQ7BZ0cxJ4Z9cUSZMmohkWbVTQQBIReezTJMLDPz70GOrEBSDgG%2FgGmohUvus5fQr%2BaeHgiiRbXbMFZSu20kVK%2FSkSoNZmTI9Dq2pPQRWi%2BxyF6zoxQh6nbnaVVgQNO40QjyurAdzC4j%2F4C0jxPVYNx%2FOtBVb3oUauWnCM70mwIgtuo8IO%2FYvT7RURLhZjBQ7IkpdgOUIMqOc6t0dFfjV%2BfKEGH3w5d921P46mygvAPe2W3WOie1UtmDbGjBk3ArLBN4LvHBX5VP9Ly4q6nIFsFP7EO&amp;X-Amz-Algorithm=AWS4-HMAC-SHA256&amp;X-Amz-Date=20250218T024550Z&amp;X-Amz-SignedHeaders=host&amp;X-Amz-Expires=300&amp;X-Amz-Credential=ASIAQ3PHCVTYVB3BIOZN%2F20250218%2Fus-east-1%2Fs3%2Faws4_request&amp;X-Amz-Signature=58e46f6f4ce0d0806e6670e4e48d14d4159816107d11cb8c4e8edfe27289affe&amp;hash=e8a702205079695705bf08769effd7b7398ac1b7ef6d7c6fd4df08b46985d960&amp;host=68042c943591013ac2b2430a89b270f6af2c76d8dfd086a07176afe7c76c2c61&amp;pii=S0040402010004114&amp;tid=spdf-11b6cd74-5be9-4ee6-b2ce-7cbdb6fa42c5&amp;sid=1b1ac18f18102541ff09df22f4b5a49fa59agxrqa&amp;type=client&amp;tsoh=d3d3LnNjaWVuY2VkaXJlY3QuY29t&amp;ua=0f15585f5303020b060357&amp;rr=913aaeee7852e9dd&amp;cc=us\">pdf<\/a><a href=\"http:\/\/www.sciencedirect.com\/science?_ob=MImg&amp;_imagekey=B6THR-4YMPX3N-1-X&amp;_cdi=5289&amp;_user=4423&amp;_pii=S0040402010004114&amp;_orig=search&amp;_coverDate=06%2F26%2F2010&amp;_sk=999339973&amp;view=c&amp;wchp=dGLzVtz-zSkWb&amp;md5=3765e9cf454e504d5de7cc3a9eacaf70&amp;ie=\/sdarticle.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"654\" height=\"131\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040402010004114-fx1.jpg\" alt=\"\" class=\"wp-image-1393\" style=\"width:616px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040402010004114-fx1.jpg 654w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040402010004114-fx1-300x60.jpg 300w\" sizes=\"auto, (max-width: 654px) 100vw, 654px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>29.<\/strong> Vardhineedi, S.; Kwon, O. Diphosphine-Catalyzed Mixed Double-Michael Reaction: A Unified Synthesis of Indolines, Dihydropyrrolopyridines, Benzimidazolines, Tetrahydroquinolines, Tetrahydroisoquinolines, Dihydrobenzo-1,4-oxazines, and Dihydrobenzo-3,1-oxazines.&nbsp;<em>Org. Lett.&nbsp;<\/em><strong>2010<\/strong>, <em>12<\/em>, 1084\u20131087.&nbsp;DOI: 10.1021\/ol100078w [<a href=\"http:\/\/dx.doi.org\/10.1021\/ol100078w\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ol100078w\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><br><em>SYNFACTS<\/em>, <strong>2010<\/strong>, <em>476<\/em> highlight [<a href=\"https:\/\/www.thieme-connect.de\/products\/ejournals\/abstract\/10.1055\/s-0029-1219522\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"273\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2010-00078w_0003-1024x273.jpeg\" alt=\"\" class=\"wp-image-1394\" style=\"width:512px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2010-00078w_0003-1024x273.jpeg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2010-00078w_0003-300x80.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2010-00078w_0003-768x205.jpeg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol-2010-00078w_0003.jpeg 1046w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>28.<\/strong> Guo, H.; Xu, Q.; Kwon, O. Phosphine-Promoted [3+3] Annulation of Aziridines with Allenoates: A Facile Entry into Highly Functionalized Tetrahydropyridines.&nbsp;<em>J. Am. Chem. Soc.<\/em>&nbsp;<strong>2009<\/strong>,&nbsp;<em>131<\/em>, 6318\u20136319. DOI: 10.1021\/ja8097349&nbsp;[<a href=\"http:\/\/dx.doi.org\/10.1021\/ja8097349\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ja8097349\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><br><em>SYNFACTS<\/em>, <strong>2009<\/strong>, <em>7<\/em>, 0748 highlight [<a href=\"https:\/\/www.thieme-connect.de\/products\/ejournals\/abstract\/10.1055\/s-0029-1217274\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"309\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2008-097349_0001-1024x309.jpeg\" alt=\"\" class=\"wp-image-1396\" style=\"width:558px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2008-097349_0001-1024x309.jpeg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2008-097349_0001-300x90.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2008-097349_0001-768x232.jpeg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja-2008-097349_0001.jpeg 1038w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>27.<\/strong> Lu, J.; Chan, L.; Fiji, H. D. G.; Dahl, R.; Kwon, O.; Tamanoi, F.&nbsp;In vivo&nbsp;anticancer effect of a novel inhibitor of protein geranylgeranyltransferase I.&nbsp;<em>Mol. Cancer Ther.&nbsp;<\/em><strong>2009<\/strong>,<em>&nbsp;8<\/em>, 1218\u20131226.&nbsp;DOI: 10.1158\/1535-7163.MCT-08-1122 [<a href=\"http:\/\/dx.doi.org\/10.1158\/1535-7163.MCT-08-1122\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/watermark.silverchair.com\/1218.pdf?token=AQECAHi208BE49Ooan9kkhW_Ercy7Dm3ZL_9Cf3qfKAc485ysgAAA14wggNaBgkqhkiG9w0BBwagggNLMIIDRwIBADCCA0AGCSqGSIb3DQEHATAeBglghkgBZQMEAS4wEQQMll3_m2RYXVGmsLNNAgEQgIIDEQyueWyx2a5YgJtf8XvFFTr9KE14wJkofQkTJ1fXDE5CTaUP2UEVJGCO0tq1jUCosRlAoX7o2lWrOBJb9pLyaDu7xqa70SpcniZF499IlxOX7d-W2E_ex-q4Icbx31FqDtxK4VLhLSkxBmZEWyjXLiGATt9nw2W5jM6-sUvthlGPm_I79j4LjM0mfakPrahzWS9yhCgmS8dk6F_AHmVZeS5Jl1J46zOJ-hgQ76XpSMLsftwmbMAMHh95k_XYujzc8GN2tyZyKBP2TfZ83ECP8HP--U6VJ4Ss24oXZmdh0P_iGnJOpQQbKRPS_IXKPNi8CGyTREuOLXyvxhNgvj9OQGJe4O7K_kuC_2HK2CcSam5p_0ZE1tgI-4uwMhpDVeWLKXu0DyR5Wf7xQohkh7Tgfhbje4xClANZvfzCKJOYzMeZpnvJtvqI0TUh-ANFk43mJGTtdb4n_cHjc1yQYNooj_nw18TN5Wu6zTGTIfW_ryPUfHqWtkLQIlrksdpKhEWGuaKwkfty8f_XajEL0O1zclliy-zf4dRZgFeJFUH_oqvH4XWk3OvcXepwP7Xcl8qGOXKNxm8JjJig3yZLskJ-9c2QFbNH_eQlCH2UtR22ZlqxjdAuhHnU8oj1u_3Zuu51BXVU4kkZYwfNY-wW9-W8gXTG0twkY9rydprg2jLVlccueP1NKN0kk_mYMpUI1FUkoskEA0FihwesuoG6sX1IPknk5Ma-96EVMaMUPN7s5nbjR1BsOevCbXNZePCkbSomi5NUPfjmPDj4BMwibMyp3BXP5ZYIt8QOCvkV0wMdTyNQZEoF6uUcfveQl42Yq-ewQit6GU2aILZ0gwPyvP0cyPp8wqb-0IRamG4x5LajpnL0NGEnubDHQLbf97NHc1MCn0tHSLenrTLQne7Qpjx4Q9e2frIyPC9E-Tjr-EDXEXolNOcYuVKdPnk6Q_gzMjA-fHNqBGaR5DcrIFaV2DjTxkVI507D0XtuFa8C299LesOgwuq35RLetgCEMHmZJu3eb1DQ2VS-3IftXI4V88RZEjMT\">pdf<\/a><a href=\"http:\/\/mct.aacrjournals.org\/content\/8\/5\/1218.full.pdf+html\" target=\"_blank\" rel=\"noreferrer noopener\">]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"787\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1218fig01g-1024x787.jpeg\" alt=\"\" class=\"wp-image-1397\" style=\"width:404px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1218fig01g-1024x787.jpeg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1218fig01g-300x231.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1218fig01g-768x590.jpeg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1218fig01g-1536x1180.jpeg 1536w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1218fig01g.jpeg 1800w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>26.<\/strong> Lu, K.; Kwon, O. Phosphine-catalyzed [4+2] Annulation: Synthesis of Ethyl 6-phenyl-1-tosyl-1,2,5,6-tetrahydropyridine-3-carboxylate.&nbsp;<em>Org. Synth.<\/em>&nbsp;<strong>2009<\/strong>,&nbsp;<em>86<\/em>, 212\u2013224. DOI: 10.15227\/orgsyn.086.0212&nbsp;[<a href=\"https:\/\/orgsyn.org\/demo.aspx?prep=V86P0212\">abstract<\/a>] [<a href=\"https:\/\/orgsyn.org\/Content\/pdfs\/procedures\/V86P0212.pdf\">pdf<\/a><a href=\"http:\/\/www.orgsyn.org\/orgsyn\/pdfs\/v86p0212.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"718\" height=\"395\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-11.png\" alt=\"\" class=\"wp-image-1398\" style=\"width:584px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-11.png 718w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-11-300x165.png 300w\" sizes=\"auto, (max-width: 718px) 100vw, 718px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>25.<\/strong> Andrews, I. P.; Kwon, O. Highly Efficient Palladium-Catalyzed Hydrostannation of Ethyl Ethynyl Ether.&nbsp;<em>Tetrahedron Lett.<\/em>&nbsp;<strong>2008<\/strong>,&nbsp;<em>49<\/em>,&nbsp;7097\u20137099.&nbsp;DOI: 10.1016\/j.tetlet.2008.09.147 [<a href=\"http:\/\/dx.doi.org\/10.1016\/j.tetlet.2008.09.147\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pdf.sciencedirectassets.com\/271373\/1-s2.0-S0040403908X00450\/1-s2.0-S0040403908018285\/main.pdf?X-Amz-Security-Token=IQoJb3JpZ2luX2VjEFoaCXVzLWVhc3QtMSJIMEYCIQCTeLEnFCbYTQV8om1yRYP7wVM97Dcv5%2Fh%2BjLB1%2BKFMJgIhAPmwaTlbtQf3NzTfTy1AMFwbD%2BsbUDjqczB1zdkpNvjlKrsFCIP%2F%2F%2F%2F%2F%2F%2F%2F%2F%2FwEQBRoMMDU5MDAzNTQ2ODY1IgxvNrCu46i994H1DDkqjwWRLBpWFRgpAt6MkjZ9FPytceLn77puJv99HIusWKlmZQsojzVYUb%2F2wN%2BAFsImpDKjdL5ka%2BsQ%2Bmz%2BC4On5V1TbxRt3qdU1vHVc2r7V6LRVK0VyQPHRyBGQCrWIp1ALoap%2Fp6i5ZCTFCs04Nf9FKrEMkqqAzTvjkn38DC%2FCBpByeQK62GOigHOwmiv3s%2BxeORZgPaa3gAEw7j9ZbrEzG%2FuPKgFdW2CrKYClcFXx3%2BjhMU95HHs284AUB%2FaS8JdKDawb%2BsAlwtFo7enr8uCtrWLSxeaQgUjijETRmRd1MH2po7GK0%2Bk6lTNbhKCXgVtqh7tYvFVi9tPL8ZBV80mzqkGHUiW8GSiCOspNIT%2Ff5lf6p05fcdLbXbqOOZaPAkD3EgyJucg2f9NEp6R0RXJ6StLjgvxD37eg8I9dDRyfU%2FZVh0AjgMvkFsJccjLI6wubuX31mG3UG%2B7BOS3kf6bH3pxpQ5xD8QkbxCeuu8ON9jdYhV4oq4%2FkgqZrH%2FlbfnlJHz7QLXqxbjawuYqe8Q7yQtSNmxr1fDLk%2BEOI8yU6zKQm7Eq8wZFuRhpjxrcjCmQqxOZT1fH0IQuHYiz5fvImk93OTYRUIqStKhyukHI5kfO2edJab24a2Iwf4RwrkBHnZTBwa2ey9nmwQjJocj9yVEU6zk6mjJoQwpP6XPbC8YxrAKhK4l8ak4tFdUgwujTlSAdxgwcpIfkI5C4OUDg00PKYHRZDMoTbrjOImwLuVX6cLCTuKAmndOujIHRy3aFwMSjbFmcwttfWw3PuQSWRHWryt76kILmQ%2FsMts98uSfmhvIdNY1Nq9IQ22aIa5uquLT0UUNY54U5NjejUyRgv2Sj8w5AqvnE46mOIeIP2FuEMKvHz70GOrAB5EJWg7qywEPj0kNo7r17mERTghlgvbDgjkwRRap8PMLxXTCvJaPlzi%2FMRK%2Bs3f5ST0XagEYQTo6GJjYvKKxtamYxr%2Bb%2B1KDVDFT1pZL68EjqLLOSaKWxZasvcxKKdJ3ohi7ygjK%2BB3OkRjd3B3HxhRKS06B64L7C7ClKwDCR67i1vUMBsco7znDma8gi76XIlU%2FZSPH%2B%2BqNgtlUaxbDDoeX03Ti7W%2BAxjIgnTvfRgI0%3D&amp;X-Amz-Algorithm=AWS4-HMAC-SHA256&amp;X-Amz-Date=20250218T025559Z&amp;X-Amz-SignedHeaders=host&amp;X-Amz-Expires=300&amp;X-Amz-Credential=ASIAQ3PHCVTYW73YSWVL%2F20250218%2Fus-east-1%2Fs3%2Faws4_request&amp;X-Amz-Signature=824c01faaaaa3e9e8f27321a11b688688e982928a4403507a51c30905935f474&amp;hash=7eb10123448ed435cf0d2b2a1d0d3db2a040773e671ee0b448f388fc2e01a433&amp;host=68042c943591013ac2b2430a89b270f6af2c76d8dfd086a07176afe7c76c2c61&amp;pii=S0040403908018285&amp;tid=spdf-e08c89a1-ce51-48a9-a17e-386ded309ef4&amp;sid=1b1ac18f18102541ff09df22f4b5a49fa59agxrqa&amp;type=client&amp;tsoh=d3d3LnNjaWVuY2VkaXJlY3QuY29t&amp;ua=0f15585f5303010a005f57&amp;rr=913abdc97d997bc5&amp;cc=us\">pdf<\/a><a href=\"http:\/\/www.sciencedirect.com\/science?_ob=MImg&amp;_imagekey=B6THS-4TK4773-1-7&amp;_cdi=5290&amp;_user=4423&amp;_pii=S0040403908018285&amp;_orig=search&amp;_coverDate=12%2F08%2F2008&amp;_sk=999509949&amp;view=c&amp;wchp=dGLbVzz-zSkWb&amp;md5=a51d7c730bbfc75e3fe0f1485632a292&amp;ie=\/sdarticle.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"385\" height=\"93\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/10\/1-s2.0-S0040403908018285-fx1.jpg\" alt=\"\" class=\"wp-image-1649\" style=\"width:435px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/10\/1-s2.0-S0040403908018285-fx1.jpg 385w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/10\/1-s2.0-S0040403908018285-fx1-300x72.jpg 300w\" sizes=\"auto, (max-width: 385px) 100vw, 385px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>24.<\/strong> Creech, G. S.; Zhu, X.; Fonovic, B.; Travis, D.; Kwon, O. Theory-Guided Design of Bronsted Acid-Assisted Phosphine Catalysis: Synthesis of Dihydropyrones from Aldehydes and Allenoates. <em>Tetrahedron<\/em> <strong>2008<\/strong>,&nbsp;<em>64<\/em>, 6935\u20136942.&nbsp;DOI: 10.1016\/j.tet.2008.04.075 [<a href=\"http:\/\/dx.doi.org\/10.1016\/j.tet.2008.04.075\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pdf.sciencedirectassets.com\/271372\/1-s2.0-S0040402008X00237\/1-s2.0-S0040402008007898\/main.pdf?X-Amz-Security-Token=IQoJb3JpZ2luX2VjEFoaCXVzLWVhc3QtMSJGMEQCIAzEoiQiR5ON0Qp5ytg7F27hMcuCfltWuoj5jVQPd7POAiAYPEuDFGTj5MK1iTlR%2FF0b65ZgrW%2FycWI8tSKEoOGEZiq8BQiD%2F%2F%2F%2F%2F%2F%2F%2F%2F%2F8BEAUaDDA1OTAwMzU0Njg2NSIMYLGkxNRyNtfJRrzwKpAF%2B%2Bl%2F642bF8KFV501PCXoSJkAudKTR3hLZ1qtPCqxoqgDFHn4%2FcIN40QFKXRjztpDCK%2FE57Zbn0k6p6Br%2FZfZ08ADPzzLIjVBOeBuSeGnPnKNc%2F8wxQ0eqJaNFCKrGnVjRii73s02hdKxcSH1uz8gVve34RVXld%2BFurg5gzj1hyjWjXd1V480Xjsga6i9gGxYeouIExAMT2JhE%2F7%2FGf3cUHXU3zasMX%2F6uWIrQiNNCopL5bb%2BM1KN5033qGZsaYXDocYigN2YrdAmrhtgluJclxlmnxfm789vNtZsA5WTMa3Qc5fWkNd29bBlAOmu1kvIjrv4HjvT8Y8dCl8n8ixytaGe%2B%2BiWI5Kd6TcvehEGd7jBYb0j5122nwqX8DS5MUnW3bVQNlACvIARFEblY6KkvqSwLOv2XtjJppXlcZoS7jGE5icZyLARZ%2F%2F8TeAChCIo%2FDW5ooxPNU9Usw6qUDbUqwk8G5oH%2FmiSfYi8qnRLzYTiFLwfTOcIngkBJyiNfuzDSqSztpDTBsjRz1NLw8njNXGn0PVH0fpDJxzosArqIMuAnOZRNyFBF4%2BqoncWHaI0pBMFTtqdFFUBG9mOuw6QYthEHGaxiRub7%2BaV7CiA%2BV9m0w3MHdXaqt9japgSzXc8U7vqV3tbFEDqlgrkZYxZMuDhsK2hKeFdLjqJqyDYbsKWYCN5VAzYJoBlVzh7A5rkDBUQEkoigL%2F8uMDIPMhCBOjT77zMQTNIVLUzftEoUBKveG1AVIAXom1luhHvC1csQMcsczpl5Tg38wsy194a9UIiXpHsAtYuYsVpSV2JdKnBtQOh%2FVccWkEGEvmWVgCLxGtYIiHfwmshfAHXzT3ST4VuM4lq6qKpQyKyxhS6I8cw49PPvQY6sgGfma2aZDyGU7jCXjHEKOy9StGQeuRKcmddVHOUL7ykhYeFNsnPSXVd1punCBPfNuRD3zw5ajuQLVs6A7mvnIU8ZjjA0JtCLvM1XvUXo%2BCrlMSiUFSiQU8sje4qVEOM8Ln%2B7M4utW4Qfty4g9%2FhF1kDRJUXUmrGX4Xl%2BZBT%2BZDvy4c34Pufs7s9L8gWMKQgMnDUvb28EjWLhInaOLtR47w%2BdJn6O8xEG9n62gUnFhR3W5o2&amp;X-Amz-Algorithm=AWS4-HMAC-SHA256&amp;X-Amz-Date=20250218T025708Z&amp;X-Amz-SignedHeaders=host&amp;X-Amz-Expires=300&amp;X-Amz-Credential=ASIAQ3PHCVTY6267Y6NZ%2F20250218%2Fus-east-1%2Fs3%2Faws4_request&amp;X-Amz-Signature=cde469de57ba0764bfca2e279b647351e244e2e99c439f7b3b9c10e309d64794&amp;hash=e7e634c51a3c9be21c089590c1b58dac8ede946a0a08ecec1e65dfe54ac95268&amp;host=68042c943591013ac2b2430a89b270f6af2c76d8dfd086a07176afe7c76c2c61&amp;pii=S0040402008007898&amp;tid=spdf-4b337132-d98c-40a0-a9be-eedfd9166f26&amp;sid=1b1ac18f18102541ff09df22f4b5a49fa59agxrqa&amp;type=client&amp;tsoh=d3d3LnNjaWVuY2VkaXJlY3QuY29t&amp;ua=0f15585f53030108540504&amp;rr=913abf7cda227bc5&amp;cc=us\">pdf<\/a><a href=\"http:\/\/www.sciencedirect.com\/science?_ob=MImg&amp;_imagekey=B6THR-4SBY4R4-6-7&amp;_cdi=5289&amp;_user=4423&amp;_pii=S0040402008007898&amp;_orig=search&amp;_coverDate=07%2F14%2F2008&amp;_sk=999359970&amp;view=c&amp;wchp=dGLzVlb-zSkzV&amp;md5=5b5cc0ec0b3f86725c0971f6d4f9c215&amp;ie=\/sdarticle.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"399\" height=\"110\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040402008007898-fx1.jpg\" alt=\"\" class=\"wp-image-1401\" style=\"width:495px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040402008007898-fx1.jpg 399w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040402008007898-fx1-300x83.jpg 300w\" sizes=\"auto, (max-width: 399px) 100vw, 399px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>23.<\/strong> Watanabe, M.; Fiji, H. D. G.; Guo, L.; Chan, L.; Kinderman, S. S.; Slamon, D. J.; Kwon, O.; Tamanoi, F. Inhibitors of protein geranylgeranyltransferase-I and rab geranylgeranyltransferase identified from a library of allenoate derived compounds.&nbsp;<em>J. Biol. Chem.<\/em>&nbsp;<strong>2008<\/strong>,&nbsp;<em>283<\/em>, 9571\u20139579.&nbsp;DOI: 10.1074\/jbc.M706229200 [<a href=\"http:\/\/dx.doi.org\/10.1074\/jbc.M706229200\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pdf.sciencedirectassets.com\/778417\/1-s2.0-S0021925820X64660\/1-s2.0-S0021925820570270\/main.pdf?X-Amz-Security-Token=IQoJb3JpZ2luX2VjEFoaCXVzLWVhc3QtMSJGMEQCIAzEoiQiR5ON0Qp5ytg7F27hMcuCfltWuoj5jVQPd7POAiAYPEuDFGTj5MK1iTlR%2FF0b65ZgrW%2FycWI8tSKEoOGEZiq8BQiD%2F%2F%2F%2F%2F%2F%2F%2F%2F%2F8BEAUaDDA1OTAwMzU0Njg2NSIMYLGkxNRyNtfJRrzwKpAF%2B%2Bl%2F642bF8KFV501PCXoSJkAudKTR3hLZ1qtPCqxoqgDFHn4%2FcIN40QFKXRjztpDCK%2FE57Zbn0k6p6Br%2FZfZ08ADPzzLIjVBOeBuSeGnPnKNc%2F8wxQ0eqJaNFCKrGnVjRii73s02hdKxcSH1uz8gVve34RVXld%2BFurg5gzj1hyjWjXd1V480Xjsga6i9gGxYeouIExAMT2JhE%2F7%2FGf3cUHXU3zasMX%2F6uWIrQiNNCopL5bb%2BM1KN5033qGZsaYXDocYigN2YrdAmrhtgluJclxlmnxfm789vNtZsA5WTMa3Qc5fWkNd29bBlAOmu1kvIjrv4HjvT8Y8dCl8n8ixytaGe%2B%2BiWI5Kd6TcvehEGd7jBYb0j5122nwqX8DS5MUnW3bVQNlACvIARFEblY6KkvqSwLOv2XtjJppXlcZoS7jGE5icZyLARZ%2F%2F8TeAChCIo%2FDW5ooxPNU9Usw6qUDbUqwk8G5oH%2FmiSfYi8qnRLzYTiFLwfTOcIngkBJyiNfuzDSqSztpDTBsjRz1NLw8njNXGn0PVH0fpDJxzosArqIMuAnOZRNyFBF4%2BqoncWHaI0pBMFTtqdFFUBG9mOuw6QYthEHGaxiRub7%2BaV7CiA%2BV9m0w3MHdXaqt9japgSzXc8U7vqV3tbFEDqlgrkZYxZMuDhsK2hKeFdLjqJqyDYbsKWYCN5VAzYJoBlVzh7A5rkDBUQEkoigL%2F8uMDIPMhCBOjT77zMQTNIVLUzftEoUBKveG1AVIAXom1luhHvC1csQMcsczpl5Tg38wsy194a9UIiXpHsAtYuYsVpSV2JdKnBtQOh%2FVccWkEGEvmWVgCLxGtYIiHfwmshfAHXzT3ST4VuM4lq6qKpQyKyxhS6I8cw49PPvQY6sgGfma2aZDyGU7jCXjHEKOy9StGQeuRKcmddVHOUL7ykhYeFNsnPSXVd1punCBPfNuRD3zw5ajuQLVs6A7mvnIU8ZjjA0JtCLvM1XvUXo%2BCrlMSiUFSiQU8sje4qVEOM8Ln%2B7M4utW4Qfty4g9%2FhF1kDRJUXUmrGX4Xl%2BZBT%2BZDvy4c34Pufs7s9L8gWMKQgMnDUvb28EjWLhInaOLtR47w%2BdJn6O8xEG9n62gUnFhR3W5o2&amp;X-Amz-Algorithm=AWS4-HMAC-SHA256&amp;X-Amz-Date=20250218T025820Z&amp;X-Amz-SignedHeaders=host&amp;X-Amz-Expires=300&amp;X-Amz-Credential=ASIAQ3PHCVTY6267Y6NZ%2F20250218%2Fus-east-1%2Fs3%2Faws4_request&amp;X-Amz-Signature=1c3be7cb09c1ff6b05c300443d1af5efc569cd07652b8e7226be87b39bd6885e&amp;hash=722853d2d80b324ab4a6a5f8dfdb0db4251d30ce646c3ab6ba2351fbb8e2a122&amp;host=68042c943591013ac2b2430a89b270f6af2c76d8dfd086a07176afe7c76c2c61&amp;pii=S0021925820570270&amp;tid=spdf-56650ea9-f658-4353-a997-987b990f05f1&amp;sid=1b1ac18f18102541ff09df22f4b5a49fa59agxrqa&amp;type=client&amp;tsoh=d3d3LnNjaWVuY2VkaXJlY3QuY29t&amp;ua=0f15585f5303005f500505&amp;rr=913ac13cef537bc5&amp;cc=us\">pdf<\/a><a href=\"http:\/\/www.jbc.org\/content\/283\/15\/9571.full.pdf+html\" target=\"_blank\" rel=\"noreferrer noopener\">]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"592\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0021925820570270-gr1_lrg-1024x592.jpg\" alt=\"\" class=\"wp-image-1403\" style=\"width:746px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0021925820570270-gr1_lrg-1024x592.jpg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0021925820570270-gr1_lrg-300x173.jpg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0021925820570270-gr1_lrg-768x444.jpg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0021925820570270-gr1_lrg.jpg 1280w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>22.<\/strong>&nbsp;Creech, G. S.; Kwon, O. Alcohol-Assisted Phosphine Catalysis: One-Step Syntheses of Dihydropyrones from Aldehydes and Allenoates.&nbsp;<em>Org. Lett.&nbsp;<\/em><strong>2008<\/strong>,&nbsp;<em>10<\/em>, 429\u2013432.&nbsp;DOI: 10.1021\/ol702462w [<a href=\"http:\/\/dx.doi.org\/10.1021\/ol702462w\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ol702462w\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"177\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol702462wn00001-1024x177.jpeg\" alt=\"\" class=\"wp-image-1404\" style=\"width:534px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol702462wn00001-1024x177.jpeg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol702462wn00001-300x52.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol702462wn00001-768x133.jpeg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol702462wn00001-1536x266.jpeg 1536w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol702462wn00001-2048x354.jpeg 2048w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>21.<\/strong> Tran, Y. S.; Kwon, O. Phosphine-Catalyzed [4 + 2] Annulation: Synthesis of Cyclohexenes.&nbsp;<em>J. Am. Chem. Soc.<\/em>&nbsp;<strong>2007<\/strong>,&nbsp;<em>129<\/em>, 12632\u201312633.&nbsp;DOI: 10.1021\/ja0752181 [<a href=\"http:\/\/dx.doi.org\/10.1021\/ja0752181\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ja0752181\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"189\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja0752181n00001-1024x189.jpeg\" alt=\"\" class=\"wp-image-1406\" style=\"width:608px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja0752181n00001-1024x189.jpeg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja0752181n00001-300x55.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja0752181n00001-768x142.jpeg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja0752181n00001-1536x283.jpeg 1536w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja0752181n00001-2048x377.jpeg 2048w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>20.<\/strong> Sriramurthy, V.; Barcan, G. A.; Kwon, O. Bisphosphine-Catalyzed Mixed Double-Michael Reactions:&nbsp; Asymmetric Synthesis of Oxazolidines, Thiazolidines, and Pyrrolidines.&nbsp;<em>J. Am. Chem. Soc.<\/em>&nbsp;<strong>2007<\/strong>,&nbsp;<em>129<\/em>,&nbsp;12928\u201312929. DOI: 10.1021\/ja073754n&nbsp;[<a href=\"http:\/\/dx.doi.org\/10.1021\/ja073754n\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ja073754n\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><br>organic-chemistry.org highlight [<a href=\"https:\/\/www.organic-chemistry.org\/abstracts\/lit1\/904.shtm\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"999\" height=\"252\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja073754nn00001.jpeg\" alt=\"\" class=\"wp-image-1408\" style=\"width:561px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja073754nn00001.jpeg 999w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja073754nn00001-300x76.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja073754nn00001-768x194.jpeg 768w\" sizes=\"auto, (max-width: 999px) 100vw, 999px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>19.<\/strong> Henry, C. E.; Kwon, O. Phosphine-Catalyzed Synthesis of Highly Functionalized Coumarins.&nbsp;<em>Org. Lett.<\/em>&nbsp;<strong>2007<\/strong>,&nbsp;<em>9<\/em>, 3069\u20133072. DOI: 10.1021\/ol071181d&nbsp;[<a href=\"http:\/\/dx.doi.org\/10.1021\/ol071181d\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ol071181d\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"198\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol071181dn00001-1024x198.jpeg\" alt=\"\" class=\"wp-image-1409\" style=\"width:672px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol071181dn00001-1024x198.jpeg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol071181dn00001-300x58.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol071181dn00001-768x148.jpeg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol071181dn00001.jpeg 1050w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>18.<\/strong> Zhu, X.-F.; Henry, C. E.; Kwon, O. Stable Tetravalent Phosphonium Enolate Zwitterions.&nbsp;<em>J. Am. Chem. Soc.<\/em>&nbsp;<strong>2007<\/strong>,&nbsp;<em>129<\/em>,&nbsp;6722\u20136723. DOI: 10.1021\/ja071990s&nbsp;[<a href=\"http:\/\/dx.doi.org\/10.1021\/ja071990s\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ja071990s\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1000\" height=\"318\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja071990sn00001.jpeg\" alt=\"\" class=\"wp-image-1411\" style=\"width:558px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja071990sn00001.jpeg 1000w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja071990sn00001-300x95.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja071990sn00001-768x244.jpeg 768w\" sizes=\"auto, (max-width: 1000px) 100vw, 1000px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>17.<\/strong> Castellano, S.; Fiji, H. D. G.; Kinderman, S. S.; Watanabe, M.; De Leon, P.; Tamanoi, F.; Kwon, O. Small-Molecule Inhibitors of Protein Geranylgeranyltransferase Type I.&nbsp;<em>J. Am. Chem. Soc.<\/em>&nbsp;<strong>2007<\/strong>,&nbsp;<em>129<\/em>, 5843\u20135845.&nbsp;DOI: 10.1021\/ja070274n [<a href=\"http:\/\/dx.doi.org\/10.1021\/ja070274n\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ja070274n\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1000\" height=\"378\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja070274nn00001.jpeg\" alt=\"\" class=\"wp-image-1412\" style=\"width:684px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja070274nn00001.jpeg 1000w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja070274nn00001-300x113.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja070274nn00001-768x290.jpeg 768w\" sizes=\"auto, (max-width: 1000px) 100vw, 1000px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>16.<\/strong> Mercier, E.; Fonovic, B.; Henry, C.; Kwon, O.; Dudding, T. Phosphine Triggered [3+2] Allenoate-Acrylate Annulation: A Mechanistic Enlightenment.&nbsp;<em>Tetrahedron Lett.<\/em>&nbsp;<strong>2007<\/strong>,&nbsp;<em>48<\/em>, 3617\u20133620. DOI: 10.1016\/j.tetlet.2007.03.030 [<a href=\"http:\/\/dx.doi.org\/10.1016\/j.tetlet.2007.03.030\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pdf.sciencedirectassets.com\/271373\/1-s2.0-S0040403907X2402X\/1-s2.0-S0040403907004674\/main.pdf?X-Amz-Security-Token=IQoJb3JpZ2luX2VjEFoaCXVzLWVhc3QtMSJGMEQCIAOr7rwMSbLEMJ%2FmSLDy50Zwdq01DgYmUwC2JwMuxInYAiAka2z9bgcV5s2IWaz6%2FigM4P%2FynefGGRfA3W7MRSyD7yq8BQiD%2F%2F%2F%2F%2F%2F%2F%2F%2F%2F8BEAUaDDA1OTAwMzU0Njg2NSIMtuP3prTfuea58Sc0KpAFW1u1XcNJ7GoJse21KPumURg%2FzQRXazNfVByqOe4Za%2BZHXTWVEJbUf02%2FDpAGR%2FoKf%2BjaLkw1OYlvVi7c8ooGsrSDoOCl1KT%2FA5pmQRuH3ZrB6l11dBYMQmkk8q5Qxlj7Y%2FfS%2FcZOu1nZB0SAW8sAam3Z197zEb1WZC20qJ4f2hYRqHTy4FwUjornE8nHP25EXwCPe7Ubh11QKTByY8MxJV6xhF7i1vEBzI0QGJuMjXawq4NgO3OlbjSoe9SJCKnPy3fM7cou3BiuXu9GkKvROYEvj7M8PNVaxL4HdnlloBLCFsuQw0CpBL9lw1pTElJN1Js4eXb9uWHzzIRDpWQNTJCBq%2Bg8CUUNFhkv9qqXMFMSvK6gd7KEfo4MoZwRMJxiTLRLkIvYnXrcaxwtzM5elsrCcm0aVNy8BkV9tPr60tD7Y5uws8BLg5R6w2Fhqh5pVUXRNPv2HSeV2K988XZ90QV6t4ftNEzdgQuLP9RHCqBrW%2FqXXqFkSet9M%2Fyh0zQYQ3CK46bZVRcukfvNAyrM8UU4EvD0%2BfgDNx5Vlh2qdh8M0B6udo5k8fqHPXM3vpaVPzsn7ovyJp8K6iEDbeBH7LRXFYBfWtFWGaXgnt1cR1WxIL5mWwFX%2FmpBP851n9E2dZ1QJnqll8kvtkghBQP%2Fa9ONHhJftOL6AwKub7TkTzY2hKbEU6IUt5lEeoHEadqyVB8O238NYHn%2FiGT%2BdDBpWuHYO7sI6SdhpX018oa779SuXbjfapH3Ei%2BEWHViLR6pCwT0xevNG3FwtFV9%2BqbWfGmXQ35%2BZ2s0802qAtE1e0LCyujiaqS8%2FuHqm4Gokgpy9Zk0VzsNgQPKwBML%2BTVjXD2gCFqlmtNk23YEit6Aq34wgM3PvQY6sgHJGjEyiirRhhPvHeGAMsRYDkPnJuDKxGWgH8K1SmkX%2Fx9v5Qsnon2H%2BuZYiSn%2FgjCAzB%2F2p262BBqnLO4MrWfOno1109PuV4RDUf9UH8vYomNjDrfxSx4ToJ33IXXw2rJV9iMWd3KwBOF%2B8tZryBbBjgGYDIgYeKWRZ1shvF6edllA%2BVtJ6mSboxezZb9I3Y3ZDaisiLco6J6g6IzRyBQ95uTpiIQ9gpF52M%2BjquF0arVf&amp;X-Amz-Algorithm=AWS4-HMAC-SHA256&amp;X-Amz-Date=20250218T030828Z&amp;X-Amz-SignedHeaders=host&amp;X-Amz-Expires=300&amp;X-Amz-Credential=ASIAQ3PHCVTYRA2TKCVC%2F20250218%2Fus-east-1%2Fs3%2Faws4_request&amp;X-Amz-Signature=537e903a3f60f0150480c4bfabce90f9f25cbd29b372f6bfbee78a1ecda4d9db&amp;hash=c9d21dbb213ba450fce96d93debf04dd92b151683f0871af2025e6b48bc45d4d&amp;host=68042c943591013ac2b2430a89b270f6af2c76d8dfd086a07176afe7c76c2c61&amp;pii=S0040403907004674&amp;tid=spdf-8d308d79-2ad2-4684-a833-a9302acba14f&amp;sid=1b1ac18f18102541ff09df22f4b5a49fa59agxrqa&amp;type=client&amp;tsoh=d3d3LnNjaWVuY2VkaXJlY3QuY29t&amp;ua=0f15585f5303075e525505&amp;rr=913ad013ed260902&amp;cc=us\">pdf<\/a><a href=\"http:\/\/www.sciencedirect.com\/science?_ob=MImg&amp;_imagekey=B6THS-4N7RXY2-8-2B&amp;_cdi=5290&amp;_user=4423&amp;_pii=S0040403907004674&amp;_orig=search&amp;_coverDate=05%2F14%2F2007&amp;_sk=999519979&amp;view=c&amp;wchp=dGLbVlW-zSkWA&amp;md5=56ee0450e5b79737fddad9a26cf64f0e&amp;ie=\/sdarticle.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"630\" height=\"88\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040403907004674-fx1.jpg\" alt=\"\" class=\"wp-image-1413\" style=\"width:726px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040403907004674-fx1.jpg 630w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040403907004674-fx1-300x42.jpg 300w\" sizes=\"auto, (max-width: 630px) 100vw, 630px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>15.<\/strong> Dudding, T.; Kwon, O.; Mercier, E. .Theoretical Rationale for Regioselection in Phosphine Catalyzed Allenoate Additions to Acrylates, Imines and Aldehydes.&nbsp;<em>Org. Lett.<\/em>&nbsp;<strong>2006<\/strong>,&nbsp;<em>8<\/em>,&nbsp;3643\u20133646. DOI: 10.1021\/ol061095y [<a href=\"http:\/\/dx.doi.org\/10.1021\/ol061095y\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ol061095y\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"459\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol061095yn00001-1024x459.jpeg\" alt=\"\" class=\"wp-image-1414\" style=\"width:657px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol061095yn00001-1024x459.jpeg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol061095yn00001-300x135.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol061095yn00001-768x344.jpeg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol061095yn00001-1536x689.jpeg 1536w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol061095yn00001-2048x918.jpeg 2048w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>14. <\/strong>Tran, Y. S.; Kwon, O. An Application of the Phosphine-Catalyzed [4 + 2] Annulation in Indole Alkaloid Synthesis: Formal Syntheses of (\u00b1)-Alstonerine and (\u00b1)-Macroline.&nbsp;<em>Org. Lett. <\/em><strong>2005<\/strong>,&nbsp;<em>7<\/em>, 4289\u20134291. DOI: 10.1021\/ol051799s [<a href=\"http:\/\/dx.doi.org\/10.1021\/ol051799s\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ol051799s\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"153\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol051799sn00001-1024x153.jpeg\" alt=\"\" class=\"wp-image-1415\" style=\"width:716px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol051799sn00001-1024x153.jpeg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol051799sn00001-300x45.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol051799sn00001-768x115.jpeg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol051799sn00001-1536x230.jpeg 1536w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol051799sn00001-2048x306.jpeg 2048w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>13.<\/strong> Zhu, X.; Schaffner, A.; Li, R. C.; Kwon, O. Phosphine-Catalyzed Synthesis of 6-Substituted 2-Pyrones: Manifestation of&nbsp;E\/Z-Isomerism in the Zwitterionic Intermediate.&nbsp;<em>Org. Lett.<\/em>&nbsp;<strong>2005<\/strong>,&nbsp;<em>7<\/em>, 2977\u20132980. DOI: 10.1021\/ol050946j [<a href=\"http:\/\/dx.doi.org\/10.1021\/ol050946j\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ol050946j\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"228\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol050946jn00001-1024x228.jpeg\" alt=\"\" class=\"wp-image-1417\" style=\"width:554px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol050946jn00001-1024x228.jpeg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol050946jn00001-300x67.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol050946jn00001-768x171.jpeg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol050946jn00001-1536x342.jpeg 1536w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol050946jn00001-2048x456.jpeg 2048w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>12.<\/strong> Zhu, X.; Henry, C. E.; Wang, J.; Dudding, T.; Kwon, O. A Phosphine-Catalyzed Synthesis of 1,3-Dioxan-4-ylidenes.&nbsp;<em>Org. Lett.<\/em>&nbsp;<strong>2005<\/strong>,&nbsp;<em>7<\/em>, 1387\u20131390. DOI: 10.1021\/ol050203y&nbsp;[<a href=\"http:\/\/dx.doi.org\/10.1021\/ol050203y\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ol050203y\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"467\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol050203yn00001-1024x467.jpeg\" alt=\"\" class=\"wp-image-1419\" style=\"width:469px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol050203yn00001-1024x467.jpeg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol050203yn00001-300x137.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol050203yn00001-768x350.jpeg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol050203yn00001-1536x700.jpeg 1536w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol050203yn00001-2048x934.jpeg 2048w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>11.<\/strong> Zhu, X.; Henry, C. E.; Kwon, O. A highly diastereoselective synthesis of 3-carbethoxy-2,5-disubstituted-3-pyrrolines by phosphine catalysis.&nbsp;<em>Tetrahedron<\/em>&nbsp;<strong>2005<\/strong>,&nbsp;<em>61<\/em>, 6276\u20136282. DOI: 10.1016\/j.tet.2005.03.104&nbsp;[<a href=\"http:\/\/dx.doi.org\/10.1016\/j.tet.2005.03.104\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pdf.sciencedirectassets.com\/271372\/1-s2.0-S0040402005X13941\/1-s2.0-S0040402005006071\/main.pdf?X-Amz-Security-Token=IQoJb3JpZ2luX2VjEFsaCXVzLWVhc3QtMSJHMEUCIQDhzHZv79zeBCC97r9xLNoxLR74Qe6iL73U0DoyIYtBIwIgXhhH08J4RzLaAuYLLww1Yp%2FiKykllFa67QqtsZudZbUquwUIhP%2F%2F%2F%2F%2F%2F%2F%2F%2F%2FARAFGgwwNTkwMDM1NDY4NjUiDA5xF%2BBa1Y%2BMLgFfXiqPBT97OgsI4KeSa9dh8Q6VKBTrrINOmTiELEUqpJl1i3CPzIMgwC%2F0jS00o%2F9zVrFYllfqMo%2FyWEzxr3XqHzIiH2MoJ0pcwy7DwXZI22XDy29iDgGe7zxvsm0MCZFuIgLjb4lf%2BQnWW4wmmOAvZNd%2B9NSp0Ev6nZSORuxQj%2BMHe1Aj1oFRK0XXIi0mrYWFBBBaXlyQnCzvrB8jjny5tbtZpolp95N%2BiOB%2B0dC3vn%2F3Do3k0QfiXhW1tybEMH7%2BNZ0G%2BzHuq43fapYeCasgKNfzNPSXL6liLYrQRc%2BKTM6hrsXwHdVKqhKTtK83AmoiBSneV%2BJVQ%2Bw2oAnvR4v70yRG4ppmVjFj27pAJzQQIhOdU2%2BQ2sJ1GgThCwi2S91s1zH4nnSYs%2FWKxzA6XmERYna2SoTo6XYue1CZ2hcy6HERuln01WlNnrUItUfC0Ilqz9sFbn9rr9dRdPksixl7N9nx2HfyWf96KjmgcNNB4nBkpWhdvUPn9OBaAy%2BgvxQ9V2DZ2lXjN5foQ2Nzp2pSnMItohKV7j%2Feglq40RKL76oy%2FW898fvjJw6jGb8%2Bu2xXRIkTHQ34OMPjubLO9DGEv%2FsBAaTL5C2WdtKYM%2FPWWlj2rh%2F%2BwPGmCWufaXc3meAeoPQnU6iQj98MIJ6U7QmB3e%2Ff1JBikuYRPBQo8YYnHY47zryjmakRZAH2YjF57WNk8UiTx0zQyfTUGLd5dxBFHHNSRLduPoVdaSNriREVCcONWq6vnwDIB45gCQyXtdBmZdc8IsmDDNy2fpVDuUUpitePsXYKop3CiR2fne%2BcKROukjAvbCjAyrw0DZ%2FxD2ZNtL2tJux2pBE2DTwxMlOmCkV8p0g5Wtxt%2B0WNXRu6xBz%2FdjEwkeLPvQY6sQHY2UhKBWedrrBCrXT49h%2Fv0naUxGv14OlwPyDK9loMtqQf0ThrtLXLzlnYBKKZ0v2pVuzbmJbzkDNeywe2LGN3zQojr4duLSIUhFtnkLJkydWGl%2Fd%2B5RdHrIjOwkvBPqLJyEJpGWJs9ZWxidKHz2Ytd%2FH8QwBPoXSH%2F5JlRJMyCesJtXv5ZQ7frU0GXNm1yrMEzZ5ft%2Fxit0ouOqBC6VcHIHKRv0sDsznKFxFxes2%2FCY8%3D&amp;X-Amz-Algorithm=AWS4-HMAC-SHA256&amp;X-Amz-Date=20250218T031909Z&amp;X-Amz-SignedHeaders=host&amp;X-Amz-Expires=300&amp;X-Amz-Credential=ASIAQ3PHCVTY7J3BJKJH%2F20250218%2Fus-east-1%2Fs3%2Faws4_request&amp;X-Amz-Signature=2474d9f31a22092a0502424607fcc30357689ca1c2e6ddeb92db1729735a553f&amp;hash=58fa2a00e72267ffd570dcb934168e2fe999d8d92cb952fd684dc23e08b06590&amp;host=68042c943591013ac2b2430a89b270f6af2c76d8dfd086a07176afe7c76c2c61&amp;pii=S0040402005006071&amp;tid=spdf-fff34305-c022-49c2-8570-642455340ea8&amp;sid=1b1ac18f18102541ff09df22f4b5a49fa59agxrqa&amp;type=client&amp;tsoh=d3d3LnNjaWVuY2VkaXJlY3QuY29t&amp;ua=0f15585f53030708010705&amp;rr=913adfbaec045367&amp;cc=us\">pdf<\/a><a href=\"http:\/\/www.sciencedirect.com\/science?_ob=MImg&amp;_imagekey=B6THR-4G0B782-4-1&amp;_cdi=5289&amp;_user=4423&amp;_pii=S0040402005006071&amp;_orig=search&amp;_coverDate=06%2F27%2F2005&amp;_sk=999389973&amp;view=c&amp;wchp=dGLzVlb-zSkzk&amp;md5=a4a129ce5d365fd6fae6b822858f0ae1&amp;ie=\/sdarticle.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"536\" height=\"117\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040402005006071-gr1.gif\" alt=\"\" class=\"wp-image-1420\" style=\"width:610px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>10.<\/strong> Du, X.; Chu, H. V.; Kwon, O. A concise synthesis of the functionalized [5-7-6] tricyclic skeleton of guanacastepene A.&nbsp;<em>Tetrahedron Lett.<\/em>&nbsp;<strong>2004<\/strong>,&nbsp;<em>45<\/em>, 8843\u20138846.&nbsp;DOI: 10.1016\/j.tetlet.2004.09.187&nbsp;[<a href=\"http:\/\/dx.doi.org\/10.1016\/j.tetlet.2004.09.187\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/pdf.sciencedirectassets.com\/271373\/1-s2.0-S0040403900X22630\/1-s2.0-S0040403904022051\/main.pdf?X-Amz-Security-Token=IQoJb3JpZ2luX2VjEFoaCXVzLWVhc3QtMSJGMEQCIFIpmCirmBGWjEBoHQa3pzAsqEr2bJt12O6%2BTGG%2BS%2F3YAiAn34Pd06n0quJ2TWPGgBmFc3FQFzY2l6FIOohoSZz5iiq8BQiD%2F%2F%2F%2F%2F%2F%2F%2F%2F%2F8BEAUaDDA1OTAwMzU0Njg2NSIMSxEKjmZPQeHHh9%2FpKpAFHVLOSU6PuXce%2FgyF1jt%2BQ0hxYJlFGD8D3IWJ9OYclgeCpv8tYC8RS01cRd%2F2pdSsQqSDanCGh9UVG%2BU8e74ioApLKw8JvCgIO1tdlXvi641Wisfwe2JD1JhZCaWZeB9NoJ7gXnfjCxIzaI742ZjK7pLk8GqaAOJb3udVE0iRtcCMZImQUMc08x3hexsfXa%2FNhacH5Dv73XyyZVyzU64lO%2F7NKBdRJoKpcNMZ19o%2FJ609K4T%2BPx3anO9tqZwpurZCrM9jX2BK8TELqUGDbwhGl4%2BBpVbZ6eUr4eei8qeLbKgV0%2F7U07xzyjq61s4eEn6RapzL5h75292N%2BvDi4fGHdxg188aopDSZrbjUW0n45Yh7AVSbjpHCazKCvRKfjgVTc3gp8x5pyf2k8hyxxbJPhSd6FQ7dugl9vUnezleMO%2B0Gf3FeQCyR79EuLShAmWka0l7nGYfeAc7Kg8C67xUrCK5MCWsqxjpYrMeq3y741fz2RXrQz9e9r%2F73xdWyevCKAs%2Fx%2Fhaga5BMyktT0%2BDNN7LBDvllj44AAT%2B6t03zIsKBpLH%2B0%2BBW40RaLDUWERZELLntOzaCnWzYK9KAeB%2BPvoD5w655xCSrKSxw2loQPelq7YNNx9cvqci4oqbHUZ7BD5PXmn2fnh4B5tlpv8yqqRNeD3RPeB2dJijZ%2B4Qwwx%2BCihfren8oEZeWTcVGM%2FoaFss6b24MtYU9Gcl0%2BtZoeO%2Bu7uBScu4P6uJo0o0%2BfwV6SuIryYfHGMlUl4f%2BOzCHbn3MK2oz0AWkngWvlpUGWV2vVf53q8aWDJy1xDmwpr5RbqiFRDHaC3kO9iutHoc0%2BuvhM3lHw7R8eEgTYRy4ubXk0l61LwHxguUvQYmpV00w4tTPvQY6sgERXNVRvkOMWf%2F3DXgi%2FZU5pY61EMH2b5oF6Ac07CHpQnmY7J3DmzUiVtEj234BrwoqFqg2GcjMa2dVW5fhRbzOphno6orw07Eb4qZxexRrwKbI%2BNz3%2Ba9L6m0mOS8zDqhHgB2hQB%2FDgUVWh7hHIhOzpVmc5Bsddz7X2QqJSQLbalooOgjsKU3UawLHF4Ggrm6HlTzqx22aE1mZcgQPZ3kuhG3b7rb7vCAu%2FFW7jDmtnDp3&amp;X-Amz-Algorithm=AWS4-HMAC-SHA256&amp;X-Amz-Date=20250218T032004Z&amp;X-Amz-SignedHeaders=host&amp;X-Amz-Expires=300&amp;X-Amz-Credential=ASIAQ3PHCVTYUQOOHBOH%2F20250218%2Fus-east-1%2Fs3%2Faws4_request&amp;X-Amz-Signature=5bc3da35c497ea413e495bf84296628238b6d9cf68c5ce569cf61559f7699e0d&amp;hash=0ea99263dd720ac7a0b7c8ad397be5d353ba044bbf95372d855ae117d056878b&amp;host=68042c943591013ac2b2430a89b270f6af2c76d8dfd086a07176afe7c76c2c61&amp;pii=S0040403904022051&amp;tid=spdf-c235df63-c197-4fa8-b83f-1792918fa355&amp;sid=1b1ac18f18102541ff09df22f4b5a49fa59agxrqa&amp;type=client&amp;tsoh=d3d3LnNjaWVuY2VkaXJlY3QuY29t&amp;ua=0f15585f5303065f525055&amp;rr=913ae11658435367&amp;cc=us\">pdf<\/a><a href=\"http:\/\/www.sciencedirect.com\/science?_ob=MImg&amp;_imagekey=B6THS-4DNH6JY-J-1&amp;_cdi=5290&amp;_user=4423&amp;_pii=S0040403904022051&amp;_orig=search&amp;_coverDate=11%2F22%2F2004&amp;_sk=999549951&amp;view=c&amp;wchp=dGLbVtb-zSkWA&amp;md5=13d0ad7a841df4db4720e0ec60557abd&amp;ie=\/sdarticle.pdf\" target=\"_blank\" rel=\"noreferrer noopener\">]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"449\" height=\"88\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040403904022051-fx1.jpg\" alt=\"\" class=\"wp-image-1421\" style=\"width:527px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040403904022051-fx1.jpg 449w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/1-s2.0-S0040403904022051-fx1-300x59.jpg 300w\" sizes=\"auto, (max-width: 449px) 100vw, 449px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>9.<\/strong> Du, X.; Chu, H. V.; Kwon, O. Synthesis of the [5-7-6] Tricyclic Core of Guanacastepene A via an Intramolecular Mukaiyama Aldol Reaction.&nbsp;<em>Org. Lett.<\/em>&nbsp;<strong>2003<\/strong>,&nbsp;<em>5<\/em>, 1923\u20131926.&nbsp;DOI: 10.1021\/ol0344873&nbsp;[<a href=\"http:\/\/dx.doi.org\/10.1021\/ol0344873\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ol0344873\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"200\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol0344873n00001-1024x200.jpeg\" alt=\"\" class=\"wp-image-1422\" style=\"width:566px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol0344873n00001-1024x200.jpeg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol0344873n00001-300x59.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol0344873n00001-768x150.jpeg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol0344873n00001-1536x301.jpeg 1536w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ol0344873n00001-2048x401.jpeg 2048w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>8.<\/strong> Zhu, X.; Lan, J.; Kwon, O. An Expedient Phosphine-Catalyzed [4 + 2] Annulation: Synthesis of Highly Functionalized Tetrahydropyridines.&nbsp;<em>J. Am. Chem. Soc.<\/em>&nbsp;<strong>2003<\/strong>,&nbsp;<em>125<\/em>, 4716\u20134717.&nbsp;DOI: 10.1021\/ja0344009&nbsp;[<a href=\"http:\/\/dx.doi.org\/10.1021\/ja0344009\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ja0344009\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a> <br>organic-chemistry.org highlight [<a href=\"https:\/\/www.organic-chemistry.org\/abstracts\/literature\/120.shtm\">link<\/a>]<\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"259\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja0344009n00001-1024x259.jpeg\" alt=\"\" class=\"wp-image-1423\" style=\"width:492px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja0344009n00001-1024x259.jpeg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja0344009n00001-300x76.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja0344009n00001-768x194.jpeg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja0344009n00001-1536x388.jpeg 1536w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja0344009n00001-2048x517.jpeg 2048w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"has-text-align-center has-medium-font-size wp-block-paragraph\"><span style=\"text-decoration: underline;\">Post-doctoral Work <\/span><\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>7.<\/strong> Schmidt, D. R.; Kwon, O.; Schreiber, S. L. Macrolactones in Diversity-Oriented Synthesis: Preparation of a Pilot Library and an Exploration of Factors Controlling Macrocyclization.<em>&nbsp;J. Comb. Chem.<\/em>&nbsp;<strong>2004<\/strong>,&nbsp;<em>6<\/em>, 286\u2013292. DOI: 10.1021\/cc020076m [<a href=\"http:\/\/dx.doi.org\/10.1021\/cc020076m\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/cc020076m\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"500\" height=\"109\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_medium_cc020076mn00001.gif\" alt=\"\" class=\"wp-image-1424\" style=\"width:672px;height:auto\"\/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>6.<\/strong> Kwon, O.; Park, S. B.; Schreiber, S. L. Skeletal Diversity via a Branched Pathway: Efficient Synthesis of 29,400 Discrete, Polycyclic Compounds and Their Arraying into Stock Solutions.&nbsp;<em>J. Am. Chem. Soc.<\/em>&nbsp;<strong>2002<\/strong>,&nbsp;<em>124<\/em>, 13402\u201313404. DOI: 10.1021\/ja028086e&nbsp;[<a href=\"http:\/\/dx.doi.org\/10.1021\/ja028086e\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ja028086e\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-large is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"1024\" height=\"409\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja028086en00001-1024x409.jpeg\" alt=\"\" class=\"wp-image-1425\" style=\"width:751px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja028086en00001-1024x409.jpeg 1024w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja028086en00001-300x120.jpeg 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja028086en00001-768x307.jpeg 768w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja028086en00001-1536x613.jpeg 1536w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/images_large_ja028086en00001-2048x818.jpeg 2048w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"has-text-align-center has-medium-font-size wp-block-paragraph\"><span style=\"text-decoration: underline;\">Graduate Work <\/span><\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>5.<\/strong> Kwon, O.; Su, D.; Meng, D.; Deng, W.; D.&nbsp;Amico, D. C.; Danishefsky, S. J. A Stereospecific Geminal Alkylation Scheme En Route To CP-225,917 and CP-263,114.&nbsp;<em>Angew. Chem., Int. Ed.&nbsp;<\/em><strong>1998<\/strong>,&nbsp;<em>37<\/em>, 1880\u20131882. DOI: 10.1002\/(SICI)1521-3773(19980803)37:13\/14&lt;1880::AID-ANIE1880&gt;3.0.CO;2-5&nbsp;[<a href=\"http:\/\/dx.doi.org\/10.1002\/(SICI)1521-3773(19980803)37:13\/14%3C1880::AID-ANIE1880%3E3.0.CO;2-5\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/onlinelibrary.wiley.com\/doi\/epdf\/10.1002\/%28SICI%291521-3773%2819980803%2937%3A13\/14%3C1880%3A%3AAID-ANIE1880%3E3.0.CO%3B2-5\">pdf<\/a><a href=\"http:\/\/www3.interscience.wiley.com\/cgi-bin\/fulltext\/10004875\/PDFSTART\" target=\"_blank\" rel=\"noreferrer noopener\">]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"869\" height=\"753\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-12.png\" alt=\"\" class=\"wp-image-1426\" style=\"width:607px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-12.png 869w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-12-300x260.png 300w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-12-768x665.png 768w\" sizes=\"auto, (max-width: 869px) 100vw, 869px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>4.<\/strong> Kwon, O.; Su, D.; Meng, D.; Deng, W.; D?Amico, D. C.; Danishefsky, S. J. Total Syntheses of CP-225,917 and CP-263,114: Creation of a Matrix Structure By Sequential Aldol Condensation and Intramolecular Heck Ring Closure.&nbsp;<em>Angew. Chem., Int. Ed.<\/em>&nbsp;<strong>1998<\/strong>,&nbsp;<em>37<\/em>, 1877\u20131880.&nbsp;DOI: 10.1002\/(SICI)1521-3773(19980803)37:13\/14&lt;1877::AID-ANIE1877&gt;3.0.CO;2-2&nbsp;[<a href=\"http:\/\/dx.doi.org\/10.1002\/(SICI)1521-3773(19980803)37:13\/14%3C1877::AID-ANIE1877%3E3.0.CO;2-2\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"https:\/\/onlinelibrary.wiley.com\/doi\/epdf\/10.1002\/%28SICI%291521-3773%2819980803%2937%3A13\/14%3C1877%3A%3AAID-ANIE1877%3E3.0.CO%3B2-2\">pdf<\/a><a href=\"http:\/\/www3.interscience.wiley.com\/cgi-bin\/fulltext\/10004874\/PDFSTART\" target=\"_blank\" rel=\"noreferrer noopener\">]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"711\" height=\"400\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-13.png\" alt=\"\" class=\"wp-image-1427\" style=\"width:501px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-13.png 711w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-13-300x169.png 300w\" sizes=\"auto, (max-width: 711px) 100vw, 711px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>3.<\/strong> Kwon, O.; Danishefsky, S. J. Synthesis of Asialo GM1. New Insights in the Application of Sulfonamidoglycosidation in Oligosaccharide Assembly: Subtle Proximity Effects in the Stereochemical Governance of Glycosidation.&nbsp;<em>J. Am. Chem. Soc.&nbsp;<\/em><strong>1998<\/strong>,&nbsp;<em>120<\/em>, 1588\u20131599. DOI: 10.1021\/ja9724957 [<a href=\"http:\/\/dx.doi.org\/10.1021\/ja9724957\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ja9724957\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"464\" height=\"169\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-14.png\" alt=\"\" class=\"wp-image-1428\" style=\"width:400px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-14.png 464w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-14-300x109.png 300w\" sizes=\"auto, (max-width: 464px) 100vw, 464px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>2.<\/strong> Park, T. K.; Kim, I. J.; Hu, S.; Bilodeau, M. T.; Randolf, J. T.; Kwon, O.; Danishefsky, S. J. Total Synthesis and Proof of Structure of a Human Breast Tumor (Globo-H) Antigen.&nbsp;<em>J. Am. Chem. Soc.<\/em>&nbsp;<strong>1996<\/strong>,&nbsp;<em>118<\/em>, 11488\u201311500. DOI: 10.1021\/ja962048b&nbsp;[<a href=\"http:\/\/dx.doi.org\/10.1021\/ja962048b\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/ja962048b\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"342\" height=\"157\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-15.png\" alt=\"\" class=\"wp-image-1429\" style=\"width:522px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-15.png 342w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-15-300x138.png 300w\" sizes=\"auto, (max-width: 342px) 100vw, 342px\" \/><\/figure>\n\n\n\n<div style=\"height:55px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<p class=\"wp-block-paragraph\"><strong>1. <\/strong>Lee, E.; Lee, Y. R.; Moon, B.; Kwon, O.; Shim, M. S.; Yun, J. S. Oxyanion Orientation in Anionic Oxy-Cope Rearrangement.&nbsp;<em>J. Org. Chem.<\/em>&nbsp;<strong>1994<\/strong>,&nbsp;<em>59<\/em>, 1444\u20131456. DOI: 10.1021\/jo00085a037&nbsp;[<a href=\"http:\/\/dx.doi.org\/10.1021\/jo00085a037\" target=\"_blank\" rel=\"noreferrer noopener\">abstract<\/a>] [<a href=\"http:\/\/pubs.acs.org\/doi\/pdf\/10.1021\/jo00085a037\" target=\"_blank\" rel=\"noreferrer noopener\">pdf]<\/a><\/p>\n\n\n\n<figure class=\"wp-block-image aligncenter size-full is-resized\"><img loading=\"lazy\" decoding=\"async\" width=\"385\" height=\"209\" src=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-16.png\" alt=\"\" class=\"wp-image-1430\" style=\"width:611px;height:auto\" srcset=\"https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-16.png 385w, https:\/\/kwonlab.chem.ucla.edu\/wp-content\/uploads\/2025\/02\/image-16-300x163.png 300w\" sizes=\"auto, (max-width: 385px) 100vw, 385px\" \/><\/figure>\n","protected":false},"excerpt":{"rendered":"<p>Publications &#8211; 122 122.\u00a0Dehnert, B. W.; Leung, C.; Kwon, O. Fluorodealkenylation: Ozonolysis and Treatment with FeII Salt and Selectfluor Convert [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"disabled","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"_themeisle_gutenberg_block_has_review":false,"footnotes":""},"class_list":["post-1151","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/kwonlab.chem.ucla.edu\/index.php?rest_route=\/wp\/v2\/pages\/1151","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/kwonlab.chem.ucla.edu\/index.php?rest_route=\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/kwonlab.chem.ucla.edu\/index.php?rest_route=\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/kwonlab.chem.ucla.edu\/index.php?rest_route=\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/kwonlab.chem.ucla.edu\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1151"}],"version-history":[{"count":95,"href":"https:\/\/kwonlab.chem.ucla.edu\/index.php?rest_route=\/wp\/v2\/pages\/1151\/revisions"}],"predecessor-version":[{"id":1840,"href":"https:\/\/kwonlab.chem.ucla.edu\/index.php?rest_route=\/wp\/v2\/pages\/1151\/revisions\/1840"}],"wp:attachment":[{"href":"https:\/\/kwonlab.chem.ucla.edu\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1151"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}