Title of article :
Orthogonality properties of the Hermite and related polynomials
Author/Authors :
Dattoli، نويسنده , , G. and Srivastava، نويسنده , , H.M. and Zhukovsky، نويسنده , , K.، نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 2005
Abstract :
The authors present a general method of operational nature with a view to investigating the orthogonality properties of several different families of the Hermite and related polynomials. In particular, the classical Hermite polynomials and some of their higher-order and multi-index generalizations are considered here.
Keywords :
Orthogonality property , Hermite polynomials , Multi-index Hermite polynomials , Hermite–Kampé de Fériet (HKdF) polynomials , Gauss–Weierstrass transform , Laguerre polynomials , generating functions , Operational identities , Exponential operators , Integral formulas , bior
Journal title :
Journal of Computational and Applied Mathematics
Journal title :
Journal of Computational and Applied Mathematics
