EA-Matrix Integrals of Associative Algebras and Equivariant Localization
Résumé
I consider the simplest examples of the equivariantly closed matrix integrals introduced in [B06], corresponding to super associative algebras with an odd trace. I prove that the EA-matrix integrals for associative algebras with scalar product are integrals of equivariantly closed differential forms with respect to the Lie algebra $gl_N(A)$.
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