A Fourier Theorem for Matrices (Classic Reprint)
A Fourier Theorem for Matrices (Classic Reprint)
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A Fourier Theorem for Matrices (Classic Reprint)

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Excerpt from A Fourier Theorem for Matrices

It should be observed that the first product on the right-hand side of (1.1l) is an entire symmetric function of the Xv and therefore can be expressed as an entire function of the coefficients of the characteristic equation of H. It become unity if H is the null matrix.

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