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- W2950551985 abstract "In this note, we prove that, for a finite-dimensional Lie algebra $mathfrak g$ over a field $mathbb K$ of characteristic 0 which contains $mathbb C$, the Chevalley--Eilenberg complex $mathrm U(mathfrak g)otimes wedge(mathfrak g)$, which is in a natural way a deformation quantization of the Koszul complex of $mathrm S(mathfrak g)$, is $A_infty$-quasi-isomorphic to the deformation quantization of the $A_infty$-bimodule $K=mathbb K$ provided by the Formality Theorem in presence of two branes (CFFR)." @default.
- W2950551985 created "2019-06-27" @default.
- W2950551985 creator A5004490217 @default.
- W2950551985 date "2011-05-30" @default.
- W2950551985 modified "2023-09-27" @default.
- W2950551985 title "The Chevalley--Eilenberg complex and deformation quantization in presence of two branes" @default.
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