Séminaire Géométries ICJ

Radon transform for sheaf categories

par Honghao Gao

Salle 112 (ICJ)

Salle 112


1er étage bâtiment Braconnier, Université Claude Bernard Lyon 1 - La Doua
The Radon transform in functional analysis is an integral transform evaluating hyperplanes in Euclidean space. In a similar spirit, we define a Radon transform for the microlocal sheaf categories and prove it is an equivalence after proper localizations. Then we relate the Radon transform to the projective duality, and we also give an application of the transform in contact geometry.
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