EA-Matrix integrals of associative algebras and equivariant localization
Quantum Algebra
2019-05-31 v3 Algebraic Geometry
Symplectic Geometry
Abstract
Preprint HAL-00507788 (2010) from the CNRS open online arxive HAL. The equivariantly closed matrix integrals introduced in [B06], are studied in the case of the graded associative algebras with odd or even scalar product.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 .
Keywords
Cite
@article{arxiv.1710.08499,
title = {EA-Matrix integrals of associative algebras and equivariant localization},
author = {Serguei Barannikov},
journal= {arXiv preprint arXiv:1710.08499},
year = {2019}
}
Comments
Preprint HAL-00507788 (2010) from the CNRS open online arxive HAL