Gang Tian

E888041

Gang Tian is a prominent Chinese mathematician renowned for his influential contributions to differential geometry and complex geometry, particularly in the study of geometric flows and Kähler metrics.

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Gang Tian canonical 2

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Predicate Object
instanceOf mathematician
person
awardReceived Oswald Veblen Prize in Geometry NERFINISHED
S. S. Chern Prize NERFINISHED
Simons Investigator in Mathematics NERFINISHED
citizenship China NERFINISHED
countryOfWork China NERFINISHED
United States of America
educatedAt Peking University NERFINISHED
Princeton University
familyName Tian NERFINISHED
fieldOfWork Kähler geometry NERFINISHED
complex geometry
differential geometry
geometric analysis
geometric flows
mathematics
gender male
givenName Gang NERFINISHED
knownFor applications of geometric analysis to algebraic geometry
contributions to complex Monge–Ampère equations
contributions to the study of Ricci flow
work on K-stability in algebraic geometry
work on Kähler–Einstein metrics
languageSpoken English
Mandarin Chinese NERFINISHED
memberOf American Academy of Arts and Sciences
Chinese Academy of Sciences NERFINISHED
National Academy of Sciences of the United States NERFINISHED
name Gang Tian NERFINISHED
nationality China NERFINISHED
notableStudent Chi Li NERFINISHED
occupation research mathematician
university professor
positionHeld director of Beijing International Center for Mathematical Research
professor at Massachusetts Institute of Technology
professor at Peking University
professor at Princeton University
researchInterest canonical metrics on complex manifolds
geometric flows in Riemannian geometry
minimal model program and K-stability

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