Mathematician

Michèle Vergne

Modern

Michèle Vergne is a French mathematician, born on 29 August 1943 in L'Isle-Adam, who works in analysis and representation theory. She studied at the École Normale Supérieure de jeunes filles from 1962 to 1966, wrote her diploma thesis in 1966 with Claude Chevalley on varieties of nilpotent Lie algebras, and completed her doctoral thesis in 1971 under Jacques Dixmier at the University of Paris. Her work builds unitary representations of Lie groups from coadjoint orbits of their Lie algebras, and includes a generalised Poisson summation formula called the Poisson-Plancherel formula. She also studied the index theory of elliptic differential operators and its extension to equivariant cohomology; with Nicole Berline in 1985 this linked the Atiyah-Bott fixed-point formulas to the Kirillov character formula. In the geometry of numbers she counted integer points in convex polyhedra, and with Masaki Kashiwara she formulated a conjecture on the combinatorial structure of enveloping algebras of Lie algebras. She is a Directeur de Recherche at CNRS, has belonged to the Académie des sciences since 1997, and received the Prix Ampère in 1997.

Facts
Birth Year
1943 1
Major Prize
None 1
Biography
Gender
Female 1
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Source Michèle Vergne (Wikipedia)

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Source Michèle Vergne (Wikipedia)
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Source Michèle Vergne (Wikipedia)Lead, nationality / culture
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is a French mathematician
Sources
1. Michèle Vergne (Wikipedia)
  • Lead
    Michèle Vergne (born August 29, 1943, in L’Isle-Adam, Val d´Oise)
  • Life and work
    She is currently Directeur de Recherche at CNRS.
  • Life and work, major prize
    She received the Prix Ampère in 1997.
  • Lead, nationality / culture
    is a French mathematician
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