Weekly Activities

$\Phi$-entropy inequalities and asymmetric covariance estimates for convex measures
Speaker: Nguyen Van Hoang

Time: 14h00, Thursday, November 22, 2018
Location: Room 302, Building A5, Institute of Mathematics
Abstract: In this talk, we present some $Phi$-entropy inequalities and asymmetric covariance estimates for convex measures. These results extend the ones for the log-concave measures. The $Phi-$entropy inequalities are turned out to be sharp for the Cauchy measures. These results are obtained by using the semi-group group method and the $L^2$-method of Hormander (or dual method).

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