Mathematical contributions to geometry, specifically involving pseudoholomorphic curves, Anosov diffeomorphisms, and convex geometry, define the career of François Labourie. Born in Rouen in 1960, he has established a body of work that addresses complex structures within compact contact manifolds, working alongside colleagues to resolve long-standing conjectures in the field of applied mathematics.
Academic Formation
Labourie completed his early academic training at the École Normale Supérieure. He continued his studies at Paris Diderot University, where he earned a Ph.D. in 1987. His doctoral research was conducted under the supervision of Mikhail Gromov and Marcel Berger. His educational background also includes time at the University of Paris.
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The mathematician held an academic position at the University of Paris-Sud. His research has focused heavily on the intersection of geometry and differential equations. In collaboration with Yves Benoist and Patrick Foulon, Labourie produced a series of papers that successfully resolved a major conjecture concerning Anosov flows within compact contact manifolds.
Professional Recognition
Professional recognition for his work began early in his career when he received an inaugural prize from the European Mathematical Society in 1992. Later, he served as an Invited Speaker at the International Congress of Mathematicians in Berlin in 1998. In 2016, his contributions were further acknowledged with the Scientific Grand Prize of the NRJ Fondation. He maintains memberships in the Academia Europaea and the Institut Universitaire de France.
Fast facts
- Born: 15 December 1960
- Birthplace: Rouen, France
- Field: Mathematics
- Doctoral Advisor: Mikhail Gromov and Marcel Berger
- Notable Award: Scientific Grand Prize of the NRJ Fondation (2016)
- Professional Membership: Academia Europaea
- Language: French
Questions readers ask
Where did François Labourie receive his doctorate?
He earned his Ph.D. from Paris Diderot University in 1987.
What specific geometry topics has he studied?
His work covers pseudoholomorphic curves, Anosov diffeomorphisms, and convex geometry.
Achievements
- Scientific Grand Prize of the NRJ Fondation — 2016
- Held posts at University of Paris-Sud
- Fields: mathematics
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