Claire Voisin (1962-03-04–Present): Renowned French mathematician | 2Day Wiki

Claire Voisin (1962-03-04–Present) — Renowned French mathematician specializing in algebraic geometry and Hodge theory. Explore chronological milestones, 3-act biography, and historical legacy on 2Day Wiki.

Claire Voisin (1962-03-04–Present): Renowned French mathematician | 2Day Wiki

Claire Voisin

Renowned French mathematician specializing in algebraic geometry and Hodge theory.

Chronology: 1962-03-04 – Present

Origins & Early Life

Claire Voisin (born 4 March 1962) is a French mathematician known for her work in algebraic geometry. She is a member of the French Academy of Sciences and held the chair of algebraic geometry at the Collège de France from 2015 to 2020. She is noted for her work in algebraic geometry particularly as it pertains to variations of Hodge structures and mirror symmetry, and has written several books on Hodge theory. In 2002, Voisin proved that the generalization of the Hodge conjecture for compact Kähler varieties is false.

Pivotal Works & Achievements

The Hodge conjecture is one of the seven Clay Mathematics Institute Millennium Prize Problems which were selected in 2000, each having a prize of one million US dollars. Voisin won the European Mathematical Society Prize in 1992 and the Servant Prize awarded by the Academy of Sciences in 1996. She received the Sophie Germain Prize in 2003 and the Clay Research Award in 2008 for her disproof of the Kodaira conjecture on deformations of compact Kähler manifolds. In 2007, she was awarded the Ruth Lyttle Satter Prize in Mathematics for, in addition to her work on the Kodaira conjecture, solving the generic case of Green's conjecture on the syzygies of the canonical...

Enduring Legacy & Impact

The historical impact and works continue to influence the modern world.

Contemporary Figures & Related Historical Timelines

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Source: Wikipedia