AbstractIn this paper, we use the q-Chu–Vandermonde formula to derive a recurring q-integral formula. Some applications of the recurring q-integral formula are also given, which include deriving the 3ϕ2 representation of the Al-Salam–Carlitz polynomials and the extension of the terminating Sears’ 3ϕ2 transformation formula
In this paper, we define a q-extension of the new generalized hypergeometric function given by Saxen...
In this paper, we define a q-extension of the new generalized hypergeometric function given by Saxen...
In this paper, we define a q-extension of the new generalized hypergeometric function given by Saxen...
AbstractIn this paper, we use the Andrews–Askey integral and the q-Chu–Vandermonde formula to derive...
AbstractIn this paper, we give an extension of the q-beta integral. Applications of the extension ar...
summary:In this paper we give an extension of $q$-Pfaff-Saalschütz formula by means of Andrews-Askey...
summary:In this paper we give an extension of $q$-Pfaff-Saalschütz formula by means of Andrews-Askey...
AbstractIn this paper, we first give two interesting operator identities, and then, using them and t...
AbstractWe give an explicit p-adic expansion of ∑∗j=1npqj/[j]r as a power series in n which generali...
AbstractIn this paper, we use the generalized Andrews–Askey integral and Milne’s U(n+1)q-binomial th...
AbstractWe introduce multiple q-Mahler measures and we calculate some specific examples, where multi...
By applying multiplicate forms of the Carlitz inverse series relations to the $q$-Pfaff-Saalschtz su...
AbstractIn this paper, we prove a new identity for the product of two partial theta functions. An im...
AbstractRamanujan recorded additive formulae of theta functions that are related to modular equation...
AbstractBailey's fundamental identity of bilateral well-poised ψ66-series is utilized to present sho...
In this paper, we define a q-extension of the new generalized hypergeometric function given by Saxen...
In this paper, we define a q-extension of the new generalized hypergeometric function given by Saxen...
In this paper, we define a q-extension of the new generalized hypergeometric function given by Saxen...
AbstractIn this paper, we use the Andrews–Askey integral and the q-Chu–Vandermonde formula to derive...
AbstractIn this paper, we give an extension of the q-beta integral. Applications of the extension ar...
summary:In this paper we give an extension of $q$-Pfaff-Saalschütz formula by means of Andrews-Askey...
summary:In this paper we give an extension of $q$-Pfaff-Saalschütz formula by means of Andrews-Askey...
AbstractIn this paper, we first give two interesting operator identities, and then, using them and t...
AbstractWe give an explicit p-adic expansion of ∑∗j=1npqj/[j]r as a power series in n which generali...
AbstractIn this paper, we use the generalized Andrews–Askey integral and Milne’s U(n+1)q-binomial th...
AbstractWe introduce multiple q-Mahler measures and we calculate some specific examples, where multi...
By applying multiplicate forms of the Carlitz inverse series relations to the $q$-Pfaff-Saalschtz su...
AbstractIn this paper, we prove a new identity for the product of two partial theta functions. An im...
AbstractRamanujan recorded additive formulae of theta functions that are related to modular equation...
AbstractBailey's fundamental identity of bilateral well-poised ψ66-series is utilized to present sho...
In this paper, we define a q-extension of the new generalized hypergeometric function given by Saxen...
In this paper, we define a q-extension of the new generalized hypergeometric function given by Saxen...
In this paper, we define a q-extension of the new generalized hypergeometric function given by Saxen...
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