摘要
引进了次广义半正定矩阵的概念,研究了它的基本性质及等价命题,建立了Schur乘积定理,Open-heim不等式,Minkowski不等式及一些相应的结果。
Meta--generalized semi--positive definite matrix is introduced. Some properties and necessary and sufficient conditions are presented, and the corresponding Schur product theorem, Openhiem inequality, Minkowski inequality outcomes are established.
出处
《江苏工业学院学报》
2005年第3期38-40,共3页
Journal of Jiangsu Polytechnic University
关键词
次广义半正定矩阵
广义半正定矩阵
HADAMARD积
meta--generalized semi--positive definite matrix
generalized semi--positive definite matrix
Hadamard product
