Canonical equations \(K_{62}\), \(K_{63}\), \(K_{64}\) and \(K_{65}\) for random non-Hermitian matrices \(A+B(U+\gamma H)C\), the upturned stools law, the upturned stool without seat law and doughnut law density (Q254484)
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scientific article; zbMATH DE number 6551876
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Canonical equations \(K_{62}\), \(K_{63}\), \(K_{64}\) and \(K_{65}\) for random non-Hermitian matrices \(A+B(U+\gamma H)C\), the upturned stools law, the upturned stool without seat law and doughnut law density |
scientific article; zbMATH DE number 6551876 |
Statements
Canonical equations \(K_{62}\), \(K_{63}\), \(K_{64}\) and \(K_{65}\) for random non-Hermitian matrices \(A+B(U+\gamma H)C\), the upturned stools law, the upturned stool without seat law and doughnut law density (English)
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8 March 2016
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upturned stools law
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doughnut law density
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canonical equation
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random matrices
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REFORM method
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normalized spectral functions
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0.90886736
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0.8474359
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0.80423415
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0.8040594
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0.8012945
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0.8009198
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