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Brian Greene
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{{Short description|American theoretical physicist (born 1963)}} {{For-multi|the Utah politician|Brian Greene (politician)|the American football player|Brian Greene (American football)|people with a similar name|Brian Green (disambiguation)}} {{Use American English|date=April 2023}} {{Use mdy dates|date=November 2021}} {{Infobox scientist | image = Brian Greene, February 28, 2012.jpg | caption = Greene in 2012 | birth_name = Brian Randolph Greene | birth_date = {{Birth date and age|mf=yes|1963|2|9}} | birth_place = [[New York City]], U.S. | education = [[Harvard University]] ([[Bachelor of Science|BS]])<br />[[Magdalen College, Oxford]] ([[Doctor of Philosophy|PhD]]) | thesis_title = Superstrings: topology, geometry and phenomenology and astrophysical implications of supersymmetric models | thesis_url = https://ora.ox.ac.uk/objects/uuid:624d0f65-dab9-4b1e-a2d2-dcba69a41e6e/download_file?file_format=pdf&hyrax_fileset_id=m9837a48fd2d781bf15c67ae1565d41d9&safe_filename=754596661.pdf | thesis_year = 1986 | doctoral_advisor = [[Graham Ross (physicist)|Graham G. Ross]]<br />[[James Binney]] | doctoral_students = | known_for = [[String theory]]<br />''[[The Elegant Universe]]''<br />''[[The Fabric of the Cosmos]]''<br />''[[The Hidden Reality]]'' | footnotes = | spouse = Tracy Day | children = 2 | field = [[Physics]] | work_institution = [[Cornell University]]<br />[[Columbia University]] | prizes = [[Andrew Gemant Award]] (2003) }} '''Brian Randolph Greene'''<ref>{{cite web |title=The Mathematics Genealogy Project – Brian Greene |url=http://genealogy.math.ndsu.nodak.edu/id.php?id=59919 |access-date=February 21, 2014 |url-status=live |archive-url=https://web.archive.org/web/20140305122934/http://genealogy.math.ndsu.nodak.edu/id.php?id=59919 |archive-date=March 5, 2014 }}</ref> (born February 9, 1963) is an American [[physicist]] known for his research on [[string theory]]. He is a professor of physics and [[mathematics]] at [[Columbia University]], director of its center for theoretical physics, and the chairman of the [[World Science Festival]], which he co-founded in 2008. Greene co-discovered [[Mirror symmetry (string theory)|mirror symmetry]], relating two different [[Calabi–Yau manifold]]s.<ref>{{Cite book |title=Essays on mirror manifolds |date=1992 |publisher=International Press |isbn=978-962-7670-01-8 |editor-last=Yau |editor-first=Shing-Tung |series=International series in mathematical physics |location=Hong Kong}}</ref> He also described the [[Flop-transition|flop transition]], a mild form of [[topology]] change, and the [[conifold transition]], a more severe transformation of space, showing that topology can smoothly change in string theory. His books ''[[The Elegant Universe]] (1999)'', ''[[The Fabric of the Cosmos]] (2004)'', ''[[The Hidden Reality]] (2011)'', and [[Until the End of Time (book)|''Until the End of Time'']] (2020) were all top 10 New York Times bestsellers. Greene hosted two Emmy and Peabody Award Winning NOVA miniseries based on his books.<ref>{{Cite web |title=NOVA: The Elegant Universe with Brian Greene |url=https://peabodyawards.com/award-profile/nova-the-elegant-universe-with-brian-greene/ |access-date=2025-01-22 |website=The Peabody Awards |language=en-US}}</ref> He also appeared on ''[[The Big Bang Theory]]'' episode "[[The Big Bang Theory (season 4)#ep83|The Herb Garden Germination]]", as well as in the films ''[[Frequency (2000 film)|Frequency]]'' and ''[[The Last Mimzy]]''. From 2015 to 2020, he served on the board of overseers of [[Harvard University]],<ref>{{Cite web |last=harvardgazette |date=2015-05-28 |title=Five Harvard Overseers elected |url=https://news.harvard.edu/gazette/story/2015/05/five-harvard-overseers-elected/ |access-date=2025-01-23 |website=Harvard Gazette |language=en-US}}</ref> and is currently a member of the board of sponsors of the ''[[Bulletin of the Atomic Scientists]]''.<ref>{{cite news |url=https://thebulletin.org/about-us/board-of-sponsors/ |access-date=21 October 2019|title=Board of Sponsors|newspaper=Bulletin of the Atomic Scientists }}</ref> {{TOC limit|limit=2}}
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