Add to ORKGAbstract. In this paper, we first give several operator identities which extend the results of Chen and Liu, then make use of them to two q-series identities obtained by the Euler expansions of (a; q) ∞ and 1(a;q) ∞. Several q-series identities are obtained involving a q-series identity in Ramanujan’s Lost Notebook. 1
AbstractIn this paper we derive new, more symmetrical expansions for (q; q)∞n2+2n by means of our mu...
In this article, a new q-generalization of the Apostol-Euler polynomials is introduced using the usu...
AbstractThe generating functions of the divisor functions σk(n) = Σd|ndk are expressed as sums of pr...
summary:In this paper, we first give several operator identities which extend the results of Chen an...
As analytic statements, classical $q$-series identities are equalities between power series for $|q|...
AbstractIn this paper, we show how to use the q-exponential operator techniques to derive a transfor...
AbstractIn this paper, we first give two interesting operator identities, and then, using them and t...
In this paper, we have established two theorems by making use of Euler’s q-derivative and qshifted o...
The q-disease A symptom of the q-disease---that scourge since Euler's times -- is that those a...
AbstractWe deduce new q-series identities by applying inverse relations to certain identities for ba...
We examine a pair of Rogers-Ramanujan type identities of Lebesgue, and give polynomial identities fo...
We provide combinatorial proofs of several of the q-series identities proved by Andrews, Jiménez-Urr...
AbstractWe examine a pair of Rogers–Ramanujan type identities of Lebesgue, and give polynomial ident...
Abstract. We deduce new q-series identities by applying inverse rela-tions to certain identities for...
AbstractIn this paper, we first give an interesting operator identity. Furthermore, using the q-expo...
AbstractIn this paper we derive new, more symmetrical expansions for (q; q)∞n2+2n by means of our mu...
In this article, a new q-generalization of the Apostol-Euler polynomials is introduced using the usu...
AbstractThe generating functions of the divisor functions σk(n) = Σd|ndk are expressed as sums of pr...
summary:In this paper, we first give several operator identities which extend the results of Chen an...
As analytic statements, classical $q$-series identities are equalities between power series for $|q|...
AbstractIn this paper, we show how to use the q-exponential operator techniques to derive a transfor...
AbstractIn this paper, we first give two interesting operator identities, and then, using them and t...
In this paper, we have established two theorems by making use of Euler’s q-derivative and qshifted o...
The q-disease A symptom of the q-disease---that scourge since Euler's times -- is that those a...
AbstractWe deduce new q-series identities by applying inverse relations to certain identities for ba...
We examine a pair of Rogers-Ramanujan type identities of Lebesgue, and give polynomial identities fo...
We provide combinatorial proofs of several of the q-series identities proved by Andrews, Jiménez-Urr...
AbstractWe examine a pair of Rogers–Ramanujan type identities of Lebesgue, and give polynomial ident...
Abstract. We deduce new q-series identities by applying inverse rela-tions to certain identities for...
AbstractIn this paper, we first give an interesting operator identity. Furthermore, using the q-expo...
AbstractIn this paper we derive new, more symmetrical expansions for (q; q)∞n2+2n by means of our mu...
In this article, a new q-generalization of the Apostol-Euler polynomials is introduced using the usu...
AbstractThe generating functions of the divisor functions σk(n) = Σd|ndk are expressed as sums of pr...