Szegő transformations and Nth order asso
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L. Garza; F. Marcellán
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Article
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2009
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Elsevier Science
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English
⚖ 641 KB
In this paper we analyze the Stieltjes functions defined by the Szegő inverse transformation of a nontrivial probability measure supported on the unit circle such that the corresponding sequence of orthogonal polynomials is defined by either backward or forward shifts in their Verblunsky parameters.