Cuspidal modules for solenoidal Lie algebras over rational quantum tori
Chengkang Xu
TL;DR
This paper classifies all irreducible cuspidal modules over solenoidal Lie algebras defined on rational quantum tori, extending previous classifications to a broader algebraic setting.
Contribution
It provides a comprehensive classification of irreducible cuspidal modules for solenoidal Lie algebras over rational quantum tori, generalizing earlier results.
Findings
Complete classification of irreducible cuspidal modules
Extension of previous classifications to new algebraic structures
Broader understanding of module structures over quantum tori
Abstract
In this paper we classify all irreducible cuspidal modules over a solenoidal Lie algebra over a rational quantum torus, generalizing the results in [BF2], [Su] and [Xu2].
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Taxonomy
TopicsAlgebraic structures and combinatorial models · Advanced Topics in Algebra · Nonlinear Waves and Solitons