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Characterizations of rectangular totally and strictly totally positive matrices

机译:矩形完全和严格完全正矩阵的刻画

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摘要

An n x m real matrix A is said to be totally positive (strictly totally positive) if every minor is nonnegative (positive). In this paper, we study characterizations of these classes of matrices by minors, by their full rank factorization anti by their thin QR factorization.
机译:如果每个未成年人都是非负数(正数),则称n x m实矩阵A为正数(严格为正数)。在本文中,我们研究了未成年人对这些类别的矩阵的刻画,分别针对了它们的全等级分解和薄QR分解。

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