The Grassmann algebra: identities, derivations, and differential identities

Abstract: Starting from Kemer's work, the Grassmann algebra of an infinite-dimensional vector space played a key role in classical PI-Theory. Still, there are new branches of PI-Theory, involving PI-algebras with additional structures, where the Grassmann algebra either is a key ingredient as well, or leads to interesting identities. In particular, the differential identities of the Grassmann algebra under some derivation action will be presented

quantum algebrarings and algebras

Audience: researchers in the topic

European Non-Associative Algebra Seminar