Event
Alex Iosevich (Universit茅 de Rochester)
Friday, May 19, 2023 15:30to16:30
Title: finite point configurations in Euclidean, discrete and arithmetic settings.
Abstract: The basic question we ask is, how large does a subset of a given vector space need to be to ensure that it contains a congruent copy of a given point configuration. In Euclidean space, the size is measured in terms of Hausdorff dimension. In finite fields, the counting measure is used. We are going to survey a variety of recent and not so recent results, as well as connections between them. Emerging connections with learning theory will be mentioned as well.聽
Adresse
Centre de recherches math茅matiques Pavillon Andr茅-Aisenstadt, Universit茅 de Montr茅al salle 5340
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