Dualité de Van den Bergh et Structure de Batalin-Vilkovisky sur les algèbres de Calabi-Yau

Abstract

The abstract notion of Tamarkin-Tsygan calculus with duality gives Batalin- Vilkovisky structures in a general setting. We apply this technique to the case of Van den Bergh duality for algebras to prove that Calabi-Yau algebras are BV-algebras.

17 pages. To appear in J. Non Com. Geom

Cited by in corpus (1)

• Batalin-Vilkovisky algebras and the noncommutative Poincare duality of Koszul Calabi-Yau algebras