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- W2951454789 abstract "In this paper we study a class of Hausdorff--transformed power series whose convergence is extremely slow for large values of the argument. We perform a Watson-type resummation of these expansions, and obtain, by the use of the Pollaczek polynomials, a new representation whose convergence is much faster. We can thus propose a new algorithm for the numerical evaluation of these expansions, which include series playing a relevant role in the computation of the partition function in statistical mechanics. By the same procedure we obtain also a solution of the classical Hausdorff moment problem." @default.
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- W2951454789 date "2006-01-13" @default.
- W2951454789 modified "2023-09-27" @default.
- W2951454789 title "Watson resummation of a class of Hausdorff-transformed power series" @default.
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