Dmitry Zaporozhets, St. Petersburg: A conic analogue of the Sudakov-Tsirelson theorem (Oberseminar Mathematische Stochastik)
Wednesday, 05.12.2018 17:00 im Raum SRZ 205
Sudakov has found a connection between the first intrinsic volume of a
convex compact set and the expected maximum of the isonormal Gaussian
process over this set. Afterwards, Tsirelson generalized this result
to all intrinsic volumes. We will discuss a conic analogue of this
result. As an application, we will derive the formula for the expected
angle of the Gaussian polytope.
Angelegt am Monday, 12.11.2018 14:55 von Anita Kollwitz
Geändert am Tuesday, 04.12.2018 13:26 von Anita Kollwitz
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