AbstractWe establish a q-analogue of the Bailey–Borwein–Bradley identity generating accelerated series for even zeta values and prove q-analogues of Markov’s and Amdeberhan’s series for ζ(3) using the q-Markov–WZ method
AbstractWe consider a sequence of integer-valued random variables Xn, n ⩾ 1, representing a special ...
We provide combinatorial proofs of several of the q-series identities proved by Andrews, Jiménez-Urr...
AbstractThe purpose of this work is to give some identities of q-Euler numbers and polynomials. Fina...
AbstractWe derive new series representations for Jacobiʼs triple product identity, the q-binomial th...
CombinatoricsBy application of the Markov-WZ method, we prove a more general form of a bivariate gen...
In this article we show the Markov-WZ Method in action as it finds rapidly converging series represe...
In this article we show the Markov-WZ Method in action as it finds rapidly converging series repre...
We derive inequalities and a complete asymptotic expansion for the Landau constants G(n), as n - \u3...
AbstractMotivated by the telescoping proofs of two identities of Andrews and Warnaar, we find that i...
We derive inequalities and a complete asymptotic expansion for the Landau constants Gn, as nusing th...
We study the arithmetic properties of q-analogues of values ζ(s) of the Riemann zeta function, in pa...
By application of the Markov-WZ method, we prove a more general form of a bivariate generating fun...
We present alternative, q-hypergeometric proofs of some polynomial analogues of classical q-series i...
The identity (1) Σn=1∞ (qn)/[(1-qn)2] {(1÷(1-q)) + (1÷(1-q2)) + … + (1 ÷ (1 -qn))} = Σn=1∞ [(n2qn) ...
F.H. Jackson defined a q-analogue of the factorial n! = 1∙2∙3 ⋯ n as (n!)q = 1∙ (1 + q) ∙ (1 + q + q...
AbstractWe consider a sequence of integer-valued random variables Xn, n ⩾ 1, representing a special ...
We provide combinatorial proofs of several of the q-series identities proved by Andrews, Jiménez-Urr...
AbstractThe purpose of this work is to give some identities of q-Euler numbers and polynomials. Fina...
AbstractWe derive new series representations for Jacobiʼs triple product identity, the q-binomial th...
CombinatoricsBy application of the Markov-WZ method, we prove a more general form of a bivariate gen...
In this article we show the Markov-WZ Method in action as it finds rapidly converging series represe...
In this article we show the Markov-WZ Method in action as it finds rapidly converging series repre...
We derive inequalities and a complete asymptotic expansion for the Landau constants G(n), as n - \u3...
AbstractMotivated by the telescoping proofs of two identities of Andrews and Warnaar, we find that i...
We derive inequalities and a complete asymptotic expansion for the Landau constants Gn, as nusing th...
We study the arithmetic properties of q-analogues of values ζ(s) of the Riemann zeta function, in pa...
By application of the Markov-WZ method, we prove a more general form of a bivariate generating fun...
We present alternative, q-hypergeometric proofs of some polynomial analogues of classical q-series i...
The identity (1) Σn=1∞ (qn)/[(1-qn)2] {(1÷(1-q)) + (1÷(1-q2)) + … + (1 ÷ (1 -qn))} = Σn=1∞ [(n2qn) ...
F.H. Jackson defined a q-analogue of the factorial n! = 1∙2∙3 ⋯ n as (n!)q = 1∙ (1 + q) ∙ (1 + q + q...
AbstractWe consider a sequence of integer-valued random variables Xn, n ⩾ 1, representing a special ...
We provide combinatorial proofs of several of the q-series identities proved by Andrews, Jiménez-Urr...
AbstractThe purpose of this work is to give some identities of q-Euler numbers and polynomials. Fina...
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