An introduction to Euler calculus

13.05.2019 17:00

Euler calculus finds its origins in the 80s. It is an integration theory based on the Euler characteristic: when one integrates the characteristic function of a subset A of R^n, one recovers the Euler characteristic of said subset. We will first describe the theory of Euler calculus, how it can be turned in (almost) a measure and then describe some applications. A result from Curry, Mukherjee and Turner shows that one can recover a shape from the Euler characteristic of its sublevel sets in all direction, using Euler calculus.

Lieu

Room 17, Séminaire des doctorants

Organisé par

Section de mathématiques

Intervenants

Adélie Garin, EPFL

entrée libre

Classement

Catégorie: Séminaire

Mots clés: graduate seminar

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