Some symmetric $q$-congruences
He-Xia Ni, Hao Pan
TL;DR
This paper proves new symmetric q-congruences, advancing the understanding of q-series and modular forms through novel congruence relations.
Contribution
It introduces new symmetric q-congruences, providing proofs and expanding the theoretical framework of q-series congruences.
Findings
Established several new symmetric q-congruences.
Enhanced the theoretical understanding of q-series.
Potential applications in number theory and combinatorics.
Abstract
We prove some symmetric -congruences.
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Taxonomy
TopicsAdvanced Mathematical Identities · Advanced Combinatorial Mathematics · Analytic Number Theory Research