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Applicable Analysis
An International Journal
Volume 80, 2001 - Issue 3-4
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Original Articles

The bessel functions and the hermite polynomials from a unified point of view

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Pages 379-384 | Received 15 Apr 2001, Published online: 20 Feb 2008

  • Appell , P. and Kampé de Fèriet , J. 1926 . Functions hypergeometriques et hyperspheriques , Paris : Polynome d' Hermite, Gauthier-Villars .
  • Dattoli , G. , Ottaviani , P.L. , Torre , A. and Vazquez , L. 1997 . Evolution operator equations: integration with algebraic and finite difference methods. Applications to physical problems in classical and quantum mechanics and quantum field theory . Riv. Nuovo Cimento , 2 : 1 – 133 .
  • Dattoli , G. 05 1999 . “ Hermite-Bessel and Laguerre-Bessel functions:a by-product of the monomiality principle ” . In Proc. of the workshop on Advanced Special Functions and Applications , Edited by: Cocolicchio , D. , Dattoli , G. and Srivastava , H.M. 05 , 9 – 12 . Rome : Aracne Editrice . 2000, Melfi
  • Dattoli , G. and Torre , A. 1996 . Theory and Applications of Generalized Bessel functions , Rome : Aracne Editrice .
  • Wright , E.M. 1940 . The generalized Bessel function of order greater than one . Quart. J. Math.(Oxford ser) , 11 : 36 – 48 .
  • Dattoli , G. , Lorenzutta , S. , Cesarano , C. and Sacchetti , D. 2000 . Higher order derivatives of exponential functions and generalized forms of Kampé de Fériet Bell polynomials . Int. Journ of Stat and Math. Sci. , 9 : 111 – 123 .

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