Proves a generalised eigenvector expansion for infinite Toeplitz matrices with completely monotone entries, giving real eigenvalues and eigenvectors even when the matrix is not normal.
Numer.\@ Linear Algebra Appl.\@ 30(5) (2023) e2496
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Generalised eigenvector expansion of infinite Toeplitz matrices with absolutely/completely monotone entries
Proves a generalised eigenvector expansion for infinite Toeplitz matrices with completely monotone entries, giving real eigenvalues and eigenvectors even when the matrix is not normal.