Polynomial expansions for solution of wave equation in quantum calculus
Keywords:
Quantum calculus, Wave polynomial, q-analysis, q-integral transformAbstract
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 ∆q,x . We show in particular that they are linked to the q-little Jacobi polynomials p_n (x; α, β | q^2 ).Downloads
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