The Geometer Who Exposed the Hidden Structure of Shapes
How Claire Voisin transformed Hodge theory, algebraic cycles and the geometry of complex varieties.
Claire Voisin transformed algebraic geometry through deep work on Hodge theory, algebraic cycles and compact Kähler manifolds. Born in 1962, she entered the École Normale Supérieure in 1981, earned the agrégation in 1983 and…
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Synopsis
Claire Voisin transformed algebraic geometry through deep work on Hodge theory, algebraic cycles and compact Kähler manifolds. Born in 1962, she entered the École Normale Supérieure in 1981, earned the agrégation in 1983 and completed her thesis under Arnaud Beauville in 1986 before joining the CNRS. She later served at IHES, École Polytechnique and the Collège de France. This documentary follows the ideas that brought her the 2017 Shaw Prize and international recognition. an enduring intellectu
Why This Matters
Voisin's mathematics investigates when geometric objects described by polynomial equations can be understood through topology, complex analysis and cohomology. Her breakthroughs clarified major questions surrounding the Hodge conjecture, algebraic cycles and Kähler geometry, while also producing striking counterexamples. The subject is abstract, but the central mystery is universal: how can one detect a hidden shape from indirect information? This documentary makes that search tangible. an endur
Life & Journey
Born in France
Entered ENS
Earned Agrégation
Completed Thesis
Joined CNRS
Earned Habilitation
Research Director
Joined IHES
Collège de France
Shaw Prize



