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Wronskian type determinants of orthogonal polynomials, Selberg type formulas and constant term identities
Let (p"n)"n be a sequence of orthogonal polynomials with respect to the measure @m. Let T be a linear operator acting in the linear space of polynomials P and satisfying deg(T(p))=deg(p)-1, for all polynomial p. We then construct a sequence of ...
Certain classes of polynomial expansions and multiplication formulas
The authors first present a class of expansions in a series of Bernoulli polyomials and then show how this general result can be applied to yield various (known or new) polynomial expansions. The corresponding expansion problem involving the Euler ...
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Association for Computing Machinery
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