Title: Primitive Expotents of r-indecomposable Matrices
Abstract:In the thesis, we prove that the primitive exponent of r-indecomposable matrix A of order n(A)≤n-r(1≤rn-1). Give a method finding a 1-indecomposable matrice of order n, primitive exponent n-1(n2). An...In the thesis, we prove that the primitive exponent of r-indecomposable matrix A of order n(A)≤n-r(1≤rn-1). Give a method finding a 1-indecomposable matrice of order n, primitive exponent n-1(n2). And more, obtain the primitive exponent set of 1-indecomposable matrices of order n E n={1,2,...,w n} (w n=n-1).Read More
Publication Year: 2001
Publication Date: 2001-01-01
Language: en
Type: article
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