Equivariant Topological Quantum Field Theory in Dimension 2
Abstract
For G a finite group, we prove in dimension 2 that there is a monoidal equivalence between the category of G-equivariant topological quantum field theories and the category of G-Frobenius algebras, this was proved by G. Moore and G. Segal. This work consists to give, in more detail, a proof of this result.
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