Algebraic independence of transcendental numbers provided the title for the 1972 thesis of French mathematician Michel Waldschmidt, completed under the direction of Jean Fresnel at the University of Bordeaux. Since then, he has focused his research career on number theory, specifically exploring the complex properties of Diophantine equations and the nature of transcendental values within mathematical systems.
Academic Formation and Early Career
Born in 1946 in Nancy, France, Waldschmidt received his early education at the Lycée Henri Poincaré and Nancy-Université, finishing his studies there in 1968. By 1971, he transitioned into research as an associate of the CNRS at the University of Bordeaux. His career path continued at Paris-Sud 11 University, where he served as a lecturer between 1972 and 1973. He subsequently transitioned to the University of Paris VI, known as Pierre and Marie Curie University, where he achieved the rank of professor in 1973 and maintained an academic appointment until 2011.
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Waldschmidt specialized in the study of Diophantine approximation, particularly concerning linear algebraic groups. His published output includes foundational texts such as Nombres transcendants, released in 1974, and Nombres transcendants et groupes algébriques, published in 1979. Beyond his individual research, he has collaborated across disciplinary boundaries, co-editing the 1995 volume From Number Theory to Physics alongside J.-M. Luck, P. Moussa, and C. Itzykson.
Professional Appointments and Recognition
Throughout his tenure, Waldschmidt held roles at the Institut de mathématiques de Jussieu and performed duties as a visiting professor at the École normale supérieure. From 2001 to 2004, he served as the president of the Mathematical Society of France. His professional output earned various distinctions, including the Cours Peccot in 1976, the CNRS silver medal in 1978, the Albert Châtelet Prize in 1974, the Marquet Prize in 1980, and the Bertrand Russell Prize awarded by the American Mathematical Society in 2021.
Fast facts
- Born: 1946, Nancy, France
- Primary Field: Number Theory
- Thesis Title: Indépendance algébrique de nombres transcendants
- Major Employer: Pierre and Marie Curie University (1972-2011)
- Professional Role: President of the Mathematical Society of France (2001-2004)
- Distinction: CNRS silver medal (1978)
- Languages: French, English
Questions readers ask
What is Michel Waldschmidt's primary area of research?
He specializes in number theory, with specific expertise in transcendental numbers and Diophantine approximation on linear algebraic groups.
Where did Michel Waldschmidt teach during his career?
He held positions at Paris-Sud 11 University and spent nearly four decades at the Pierre and Marie Curie University in Paris.
Achievements
- CNRS silver medal — 1978
- Held posts at University of Paris and Pierre and Marie Curie University
- Fields: number theory, mathematics and transcendental number
