From Koszul duality to Poincaré duality

Mathematics – Quantum Algebra

Scientific paper

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Dedicated to Raymond Stora. 27 pages

Scientific paper

We discuss the notion of Poincar\'e duality for graded algebras and its
connections with the Koszul duality for quadratic Koszul algebras. The
relevance of the Poincar\'e duality is pointed out for the existence of twisted
potentials associated to Koszul algebras as well as for the extraction of a
good generalization of Lie algebras among the quadratic-linear algebras.

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