q-Analogue of Gauss' Divisibility Theorem
Hao Pan
TL;DR
This paper introduces a q-analogue of Gauss' divisibility theorem, extending classical number theory results into the realm of q-series and combinatorics.
Contribution
It provides a novel q-analogue of Gauss' theorem, bridging classical divisibility properties with q-analogue frameworks.
Findings
Established a new q-analogue of Gauss' divisibility theorem
Extended classical divisibility results into q-series context
Potential applications in combinatorics and number theory
Abstract
We give a q-analogue of Gauss' divisibility theorem
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Taxonomy
TopicsAdvanced Mathematical Identities · Mathematics and Applications · Advanced Combinatorial Mathematics