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Matrices with non-negative nondiagonal entries and non-negative inverse

机译:具有非负非对角条目和非负逆的矩阵

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Let A be an real matrix with non negative nondiagonal entries. The purpose of this paper is to find properties of A which are a necessary and sufficient condition for detA(ne) and A(sup -1)(>=)0. The results obtained for both irreducible and reducible matrices are presented. Furthermore, the special case of a non negative matrix with non negative inverse is considered.

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