A matrix sequence \(\{\Gamma (A^m)\}^\infty_{m=1}\) might converge even if the matrix \(A\) is not primitive (Q1938687)
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scientific article; zbMATH DE number 6138414
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A matrix sequence \(\{\Gamma (A^m)\}^\infty_{m=1}\) might converge even if the matrix \(A\) is not primitive |
scientific article; zbMATH DE number 6138414 |
Statements
A matrix sequence \(\{\Gamma (A^m)\}^\infty_{m=1}\) might converge even if the matrix \(A\) is not primitive (English)
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22 February 2013
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irreducible Boolean (0,1)-matrix
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powers of Boolean (0,1)-matrices
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competition graph
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graph sequence
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powers of digraphs
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0.85315543
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0.82939935
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0.82423675
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0.8212159
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0.82097125
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0.8180891
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0.8128794
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