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Elden Elmanto

Motivic Fundamental Classes and Framed Motives
Lundi, 8 Octobre, 2018 - 14:00
Résumé : 

I will describe a coherence theorem for motivic fundamental classes. This latter object is a generalization of the fundamental classes in Chow groups, defined via deformation to the normal cone. This coherence is encoded in the homotopy theory of the so-called motivic infinite loop spaces, which are analogs in algebraic geometry of the topologist' notion of an infinite loop space. A consequence of the proof gives a universal property to the category of finite Chow-Witt correspondences of Calmès and Fasel. This is joint work with Hoyois, Khan, Sosnilo and Yakerson

Institution de l'orateur : 
Copenhague
Thème de recherche : 
Algèbre et géométries
Salle : 
4
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