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The sum of two \(\phi_{S}\) orthogonal matrices when \(S^{-T}S\) is normal and \(-1\notin \sigma(S^{-T}S)\) - MaRDI portal

The sum of two \(\phi_{S}\) orthogonal matrices when \(S^{-T}S\) is normal and \(-1\notin \sigma(S^{-T}S)\) (Q5962837)

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scientific article; zbMATH DE number 6545264
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English
The sum of two \(\phi_{S}\) orthogonal matrices when \(S^{-T}S\) is normal and \(-1\notin \sigma(S^{-T}S)\)
scientific article; zbMATH DE number 6545264

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    The sum of two \(\phi_{S}\) orthogonal matrices when \(S^{-T}S\) is normal and \(-1\notin \sigma(S^{-T}S)\) (English)
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    24 February 2016
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    algebraic polar decomposition
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    sum of two orthogonal matrices
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    \(\phi_S\) polar decomposition
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    sum of two \(\phi_S\) orthogonal matrices
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    symmetric matrices
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    normal matrices
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