New Braided T-Categories over Hopf (co)quasigroups
Abstract
Let H be a Hopf quasigroup with bijective antipode and let AutHQG(H) be the set of all Hopf quasigroup automorphisms of H. We introduce a category HYDQH(α,β) with α,β∈ AutHQG(H) and construct a braided T-category YDQ(H) having all the categories HYDQH(α,β) as components.
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