AbstractWe show some results for the q-Bernoulli and q-Euler polynomials. The formulas in series of the Carlitz's q-Stirling numbers of the second kind are also considered. The q-analogues of well-known formulas are derived from these results
24 pagesWe describe various aspects of the Al-Salam-Chihara q-Laguerre polynomials. These include co...
AbstractA q-analog of functional composition for Eulerian generating functions is introduced and app...
AbstractFor m>n≥0 and 1≤d≤m, it is shown that the q-Euler number E2m(q) is congruent to qm−nE2n(q)mo...
AbstractIn this paper, by expressing the sums of products of the extended q-Euler polynomials in ter...
AbstractIn the present paper combinatorial identities involving q-dual sequences or polynomials with...
AbstractWe give an explicit p-adic expansion of ∑∗j=1npqj/[j]r as a power series in n which generali...
AbstractWe study polynomials {Lnα, M0, M1,…, MN(x; q)}n = 0∞ orthogonal with respect to the inner pr...
AbstractWe find an enumeration formula for a (t,q)-Euler number which is a generalization of the q-E...
AbstractLet {pk(x;q)} be any system of the q-classical orthogonal polynomials, and let ϱ be the corr...
AbstractThe purpose of this paper is to give a proof of Kummer type congruence for the q-Bernoulli n...
AbstractIn this work we study the q-Euler numbers and polynomials analytically continued to Eq(s). A...
AbstractWe show some results for the q-Bernoulli and q-Euler polynomials. The formulas in series of ...
AbstractBy means of partial fraction decomposition, we establish a q-extension of an algebraic ident...
AbstractWe introduce two kinds of multiple little q-Jacobi polynomials pn⇒ with multi-index n⇒=(n1,n...
International audienceThe notion of the negative $q$-binomial was recently introduced by Fu, Reiner,...
24 pagesWe describe various aspects of the Al-Salam-Chihara q-Laguerre polynomials. These include co...
AbstractA q-analog of functional composition for Eulerian generating functions is introduced and app...
AbstractFor m>n≥0 and 1≤d≤m, it is shown that the q-Euler number E2m(q) is congruent to qm−nE2n(q)mo...
AbstractIn this paper, by expressing the sums of products of the extended q-Euler polynomials in ter...
AbstractIn the present paper combinatorial identities involving q-dual sequences or polynomials with...
AbstractWe give an explicit p-adic expansion of ∑∗j=1npqj/[j]r as a power series in n which generali...
AbstractWe study polynomials {Lnα, M0, M1,…, MN(x; q)}n = 0∞ orthogonal with respect to the inner pr...
AbstractWe find an enumeration formula for a (t,q)-Euler number which is a generalization of the q-E...
AbstractLet {pk(x;q)} be any system of the q-classical orthogonal polynomials, and let ϱ be the corr...
AbstractThe purpose of this paper is to give a proof of Kummer type congruence for the q-Bernoulli n...
AbstractIn this work we study the q-Euler numbers and polynomials analytically continued to Eq(s). A...
AbstractWe show some results for the q-Bernoulli and q-Euler polynomials. The formulas in series of ...
AbstractBy means of partial fraction decomposition, we establish a q-extension of an algebraic ident...
AbstractWe introduce two kinds of multiple little q-Jacobi polynomials pn⇒ with multi-index n⇒=(n1,n...
International audienceThe notion of the negative $q$-binomial was recently introduced by Fu, Reiner,...
24 pagesWe describe various aspects of the Al-Salam-Chihara q-Laguerre polynomials. These include co...
AbstractA q-analog of functional composition for Eulerian generating functions is introduced and app...
AbstractFor m>n≥0 and 1≤d≤m, it is shown that the q-Euler number E2m(q) is congruent to qm−nE2n(q)mo...
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