Andrea Ferrario

most citedA note on the Koszul complex in deformation quantization

5 citations · 5 across the 1 of their papers we have counts for

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math.QA2012

Deformation Quantization of A-infinity Equivalences

Andrea Ferrario

We show that Deformation Quantization of quadratic Poisson structures preserves the $A_{\infty}$ -Morita equivalence of a given pair of Koszul dual $A_{\infty}$ -algebras.

math.QA2010★ 5 cited

A note on the Koszul complex in deformation quantization

Andrea Ferrario, Carlo A. Rossi, Thomas Willwacher

The aim of this short note is to present a proof of the existence of an $A_{\infty}$ -quasi-isomorphism between the $A_{\infty}$ - $S (V^{*})$ - $\land (V)$ -bimodule $K$ , introduced in…