Some new asymptotic properties for the zeros of Jacobi, Laguerre, and Hermite polynomials

Some new asymptotic properties for the zeros of Jacobi, Laguerre, and Hermite polynomials (1995)

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by Holger Dette , Universität Göttingen , William J. Studden , Holger Dette , William J. Studden

Venue:	Constr. Approx
Citations:	9 - 0 self

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@ARTICLE{Dette95somenew,
    author = {Holger Dette and Universität Göttingen and William J. Studden and Holger Dette and William J. Studden},
    title = {Some new asymptotic properties for the zeros of Jacobi, Laguerre, and Hermite polynomials},
    journal = {Constr. Approx},
    year = {1995}
}

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78	Die Lehre Von Den Kettenbrüchen - Perron - 1957
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9	Strong asymptotics and the asymptotic zero distribution of Laguerre polynomials L (an+α) n and Hermite polynomials H (an+α) n , Analysis 13 - Gawronski - 1993
3	Principal representations and canonical moment sequences for distributions on an interval - Skibinsky - 1986
2	Studden : On a new characterization of the classical orthogonal polynomials - Dette - 1992
2	Laforgia : New properties of the zeros of a Jacobi polynomial in relation to their centroid - Elbert - 1987
2	Weighted polynomials on finite and infinite intervals: a unified approach - Mhaskar, Saff - 1984