完全正矩阵的Hadamard积分解及其空间分布

The Hadamard Multiplicative Decomposition of the Totally Positive Matrix and its space Distributing

本文用Hadamard积对完全正矩阵进行分解,得出了它们在空间的分布规律以及首行、首列元素全为1的代表元。

This paper analyzes the totally positive matrix with Hadamard multiplication, gives their space distributing orderliness. And find elements of the first row and the first arrange of their representation are all 1.