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Diagonalization of the symmetrized discrete \(i\)th right shift operator: an elementary proof - MaRDI portal

Diagonalization of the symmetrized discrete \(i\)th right shift operator: an elementary proof (Q885500)

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scientific article; zbMATH DE number 5164187
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Diagonalization of the symmetrized discrete \(i\)th right shift operator: an elementary proof
scientific article; zbMATH DE number 5164187

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    Diagonalization of the symmetrized discrete \(i\)th right shift operator: an elementary proof (English)
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    14 June 2007
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    This is a rather elementary paper on the eigenvalues of some symmetric matrices. The main statements can be easily derived from much more general well known results on tridiagonal matrices.
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    discrete right shift operator
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    eigenvalues
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    eigenvectors
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    symmetric matrices
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