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Photo of Gang Tian

Photo: Schmid, Renate / CC BY-SA 2.0 de (source: Wikimedia Commons)

Gang Tian

田剛 / でん・ごう

Mathematician from People's Republic of China

November 24, 1958 (age 67) ・ Nanjing, People's Republic of China

  • mathematician
  • university teacher

My Take

Gang Tian is a mathematician whose work sits at the dizzying frontier of geometry, and I find that kind of intellect humbling. A Nanjing-born scholar who studied at Peking University, he made his name in Kähler geometry, Gromov-Witten theory, and geometric analysis, fields most of us will never grasp. The hardware backs it up: the Veblen Prize in 1996, the Waterman Award in 1994, and a fellowship in the American Academy of Arts and Sciences. What I appreciate is his dual footing, a professor at Peking University and emeritus at Princeton, bridging Chinese and American mathematics. That's quiet, generational influence.

1. Profile

Name (English)
Gang Tian
Name (Japanese)
田剛
Reading
でん・ごう
Born
November 24, 1958 (age 67)
Zodiac / Chinese zodiac
Sagittarius / Dog
Origin
Nanjing, People's Republic of China
Occupation
mathematician / university teacher

2. Background

High school
Nanjing Jinling High School
University
Peking University

Awards & achievements

  • 1996 Oswald Veblen Prize in Geometry
  • 1994 Alan T. Waterman Award
  • Fellow of the American Academy of Arts and Sciences

4. Personality

Motto

Private

Frequently asked questions

When was Gang Tian born?

Born November 24, 1958 (age 67).

Where is Gang Tian from?

Gang Tian is from Nanjing, People's Republic of China.

What does Gang Tian do?

Gang Tian works as mathematician, university teacher.

Mathematician — see all → · University teacher — see all → · More people from People's Republic of China →

7. About this entry

Tags

  • mathematician
  • university teacher
Last updated
2026-06-02

Facts are limited to publicly available information up to 2024; non-public or unconfirmed items are omitted. English text is machine-assisted (facts translated by Sonnet, "My Take" written by Opus 4.8). The Japanese page is the source of record.