Asymptotic analysis of the Askey-scheme II: from Charlier to Hermite

Mathematics – Classical Analysis and ODEs

Scientific paper

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10 pages

Scientific paper

We analyze the Hermite polynomials $H_{n}(\xi)$ and their zeros
asymptotically as $n\to\infty,$ using the limit relation between the Charlier
and Hermite polynomials. Our formulas involve some special functions and they
yield very accurate approximations.

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