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SIGN PATTERNS REQUIRING ALL DISTINCT EIGENVALUES
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作者 Harris Laura 《Numerical Mathematics A Journal of Chinese Universities(English Series)》 SCIE 2000年第S1期15-17,共3页
A sign pattern(matrix)is a matrix whose entries are the symbols+,-and 0.Foran n×n sign pattern matrix A,the sign pattern class of A,denoted by Q(A),is the set ofall n×n real matrices whose entries have signs... A sign pattern(matrix)is a matrix whose entries are the symbols+,-and 0.Foran n×n sign pattern matrix A,the sign pattern class of A,denoted by Q(A),is the set ofall n×n real matrices whose entries have signs indicated by the corresponding entries of A.We say that a sign pattern matrix A requires a matrix property P if every real matrix in Q(A)has the property P.A matrix with all distinct eigenvalues has many nice 展开更多
关键词 LENGTH CYCLE SIGN PATTERNS REQUIRING ALL distinct eigenvalues DE REAL
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