Positivity of $|p|^a|q|^b |q|^b|p|^a$
主 题: Positivity of $|p|^a|q|^b |q|^b|p|^a$
报告人: Prof. Heinz Siedentop ()
时 间: 2013-10-09 16:00-17:00
地 点: 理科一号楼1493（主持人：王保祥）
We show that $|p|^a|q|^b+|q|^b|p|^a$ is positive under suitable conditions on the exponents a and b and the underlying dimension n. (Here q is the multiplication by x and p:=i?1?.) Furthermore we show a generalization of the generalized Hardy inequalities for the fractional Laplacians. is positive under suitable conditions on the exponents a and b and the underlying dimension n. (Here q is the multiplication by x and p:=i?1?.) Furthermore we show a generalization of the generalized Hardy inequalities for the fractional Laplacians.
