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Generalized Lucas polynomials and Newton sum rules for the zero's distribution of polynomial solutions of O.D.E.
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Higher order Hermite polynomials, associated biorthogonal functions and generalized heat equation
No full textHigher order Hermite (or Gould Hopper) polynomials are linked to the heat polynimials and are the natural solutions of the generalized heat equation.We use operational methods to derive their associated biorthogonal partners and to obtain generalized forms of the Gauss transform
Computation of Newton sum rules for polynomial solutions of O.D.E. with polynomial coefficients
No full textComputation of Newton sum rules for associated and co-recursive classical orthogonal polynomials
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HYPERGEOMETRIC BERNOULLI POLYNOMIALS AND r -ASSOCIATED STIRLING NUMBERS OF THE SECOND KIND
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