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数学
STABILITY OF INTERVAL PARAMETER MATRICES
<正> The stability of interval matrices has recently been studied and many results have been obtained. Consider n×n-dimensional real matrices P= (p_(ij)) and Q=(q_(ij)), which satisfy p_(ij)≤_q_(ij) and denote N[P, Q]={A=(a_(ij))∈R~(n×n)|p_(ij)≤a_(ij)≤q_(ij), i, j=1, 2,…, n,} the interval matrix N[P, Q] is said to be stable if A is stable (i. e.
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数学
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Chinese Science Bulletin
1989年01期

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