A family of isomorphic fusion algebras o
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Christopher D. Goff
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Article
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2003
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Elsevier Science
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English
β 168 KB
Let D Ο (G) be the twisted quantum double of a finite group, G, where Ο β Z 3 (G, C \* ). For each n β N, there exists an Ο such that D(G) and D Ο (E) have isomorphic fusion algebras, where G is an extraspecial 2-group with 2 2n+1 elements, and E is an elementary abelian group with |E| = |G|.