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- W1993954981 abstract "1.1. Notation and conventions. In this paper A (or B) will always denote an m x YZ matrix with non-negative elements and with no zero row or column, Y will denote an m x 1 column vector (!) with all elements positive and c a 1 x vz row vector. Following the notation of [2], we write M > 0 if M is a matrix and all mij > 0; if M > 0 but M # 0, and we call M a positive matrix (thus a positive matrix may have zero entries). We write M >> 0 if all rnij > 0, and in this case we call M strictly positive." @default.
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- W1993954981 date "1969-07-01" @default.
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- W1993954981 title "The spectrum of a nonlinear operator associated with a matrix" @default.
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