Trace of powers of representations of finite quantum groups
JOURNAL OF ALGEBRA AND ITS APPLICATIONS(2020)
摘要
In this paper, we study (asymptotic) properties of the *-distribution of irreducible characters of finite quantum groups. We proceed in two steps, first examining the representation theory to determine irreducible representations and their powers, then we study the *-distribution of their trace with respect to the Haar measure. For the Sekine family, we look at the asymptotic distribution (as the dimension of the algebra goes to infinity).
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关键词
Finite quantum groups,representation theory,asymptotic *-distribution
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