A $q$-analog of the Bailey-Borwein-Bradley identity

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Pilehrood, Khodabakhsh Hessami
Pilehrood, Tatiana Hessami
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Abstract
Description
We 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 $\zeta(3)$ using the $q$-Markov-WZ method.
Comment: 11 pages
Keywords
Mathematics - Number Theory, Mathematics - Combinatorics, 11B65, 05A19, 05A30, 33D15, 33F10, 11M06
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