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POLYNOMIALS EXPANSIONS FOR SOLUTION OF WAVE EQUATION IN QUANTUM CALCULUS
Journal article   Peer reviewed

POLYNOMIALS EXPANSIONS FOR SOLUTION OF WAVE EQUATION IN QUANTUM CALCULUS

Akram Nemri and Ahmed Fitouhi
Matematiche, Vol.65(1), pp.73-82
01/01/2010
DOI: https://doi.org/10.4418/2010.65.1.5

Abstract

Mathematics Physical Sciences Science & Technology
In this paper, using the q(2)-Laplace transform early introduced by Abdi [1], we study q-Wave polynomials related with the q-difference operator Delta(q,x). We show in particular that they are linked to the q-little Jacobi polynomials p(n)( x; alpha, beta vertical bar q(2)).

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