On computing of arbitrary positive integer powers for tridiagonal matrices with elements \(-1,0,0,\dots ,0,1\) in principal and \(1,1,1,\dots,1\) in neighbouring diagonals. II. (Q2372086)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On computing of arbitrary positive integer powers for tridiagonal matrices with elements \(-1,0,0,\dots ,0,1\) in principal and \(1,1,1,\dots,1\) in neighbouring diagonals. II. |
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On computing of arbitrary positive integer powers for tridiagonal matrices with elements \(-1,0,0,\dots ,0,1\) in principal and \(1,1,1,\dots,1\) in neighbouring diagonals. II. (English)
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10 July 2007
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tridiagonal matrices
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eigenvalues
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eigenvectors
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Chebyshev polynomials
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