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Jacobi matrices generated by ratios of hypergeometric functions. (arXiv:1707.01867v1 [math.CA])
来源于:arXiv
A problem of determining zeroes of the Gauss hypergeometric function goes
back to Klein, Hurwitz, and Van Vleck. In this very short note we show how
ratios of hypergeometric functions arise as m-functions of Jacobi matrices and
we then revisit the problem based on the recent developments of the spectral
theory of non-Hermitian Jacobi matrices. 查看全文>>