On matrix-valued log-concave functions
Geometric functional analysis and applications November 13, 2017 - November 17, 2017
Location: MSRI: Simons Auditorium
In a 2013 preprint, H. Raufi obtained, using complex geometry, a matrix-valued extension of Prekopa’s theorem. I will discuss a new approach to this result, and in particular present a Brascamp-Lieb variance inequality for matrix-valued log-concave potentials.
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