亚次正定矩阵行列式不等式

Inequalities on the Determinant of Sub-metapositive Definiteness Matrix

较为详细的讨论了亚次正定矩阵行列式的不等式问题 ,将实对称正定矩阵的一些著名结果如Minkowki不等式 ,凸性不等式及Hadmand乘积不等式以及近期的一些结果推广到亚次正定矩阵上。

The probrem of inegualities on the determinant of sub metapositive definiteness matrix is discussed in this paper.Some well knoen results of positive definite real symmetric matrix,for example,Minkonski inequalities,convexity inequalities and Hadmard product inequalities,and some recent ones are generalized to sub metapositive definitenevs matrix.