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Inequalities for Kronecker products and Hadamardproducts of positive definite matrices

机译:正定矩阵的Kronecker积和Hadamard积的不等式

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摘要

The purpose of this paper is to develop inequalities for Kronecker products and Hadamard products ofpositive definite matrices. A number of inequalities involving powers, Kronecker powers, and Hadamard powers of linearcombination of matrices are presented. In particular, Holder inequalities and arithmetic mean-geometric mean inequalitiesfor Kronecker products and Hadamard products are obtained as special cases.
机译:本文的目的是发展正定矩阵的Kronecker乘积和Hadamard乘积的不等式。提出了许多不等式,涉及矩阵的线性组合的幂,Kronecker幂和Hadamard幂。特别是,获得了Kronecker乘积和Hadamard乘积的Holder不等式和算术平均几何平均不等式作为特例。

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