Dedekind \eta-function and quantum groups
Xin Fang
TL;DR
This paper connects the Dedekind eta-function with quantum groups by representing certain powers as traces on quantum coordinate algebras, revealing new links between number theory and quantum algebra.
Contribution
It introduces a novel realization of powers of the Dedekind eta-function as traces on quantum coordinate algebras, bridging number theory and quantum group theory.
Findings
Powers of Dedekind eta-function are expressed as traces on quantum algebras
Establishes a new link between number theory and quantum groups
Provides a framework for further exploration of eta-function in quantum algebra context
Abstract
We realize some powers of Dedekind -function as traces on quantum coordinate algebras.
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Taxonomy
TopicsAdvanced Topics in Algebra · Algebraic structures and combinatorial models · Advanced Operator Algebra Research