A Higher Differentiation and Van Est

Organisé par

Institut Henri Poincaré

In this talk, we will say how to obtain a higher differentiation using fat point as Severa's idea and how to further obtain Van Est using a suitable Eilenberg-Mac Lane space and path objects. The connection to the recent preprint of Carbera-de Hoyo will be given. Based on joint work with D. Li, L. Ryvkin, A. Wessel, and the thesis of F. Dorsch.

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