Eugène Ehrhart

Eugène Ehrhart (29 April 1906 – 17 January 2000) was a French mathematician who in the 1960s introduced Ehrhart polynomials, which count the lattice points in a polytope with integral vertices, their reciprocity property, and their generalization to rational polytopes. Ehrhart received his high school diploma at the age of 22. He was a mathematics teacher in several high schools, and did mathematics research on his own time. He started publishing in mathematics in his 40s, and finished his PhD thesis at the age of 60.

Eugène Ehrhart
Born	1906 Guebwiller
Died	2000 (aged 93–94) Strasbourg
Nationality	French
Alma mater	University of Strasbourg
Known for	Ehrhart polynomial Ehrhart's volume conjecture
Scientific career
Fields	Mathematics

Selected publications

• Ehrhart, Eugène (1967), "Démonstration de la loi de réciprocité du polyèdre rationnel", Comptes Rendus de l'Academie des Sciences de Paris, Sér. A-B 265, A91–A94.
• Ehrhart, E. (1974), Polynômes arithmétiques et méthode des polyèdres en combinatoire, Institut de Recherche Mathématique Avancée, Strasbourg, 1974. Updated in: Ehrhart, E. (1977), Polynômes arithmétiques et méthode des polyèdres en combinatoire, International Series of Numerical Mathematics, Vol. 35. Birkhäuser Verlag, Basel-Stuttgart, 1977.
• Ehrhart, Eugène (1984), "Euler's Integers", The Fibonacci Quarterly, 22: 218–228.

References

• A Tribute to Eugène Ehrhart, Philippe Clauss, University of Strasbourg.

External links

• Mathematicians who were late learners?-list – MathOverflow