Highly Influential

5 Excerpts

- Published 2005

In this paper we introduce a new class of differential graded algebras named DG ρ-algebras and present Lie operations on this kind of algebras. We give two examples: the algebra of forms and the algebra of noncommutative differential forms of a ρ-algebra. Then we introduce linear connections on a ρ-bimodule M over a ρ-algebra A and extend these connections to the space of forms from A to M . We apply these notions to the quantum hyperplane.

@inproceedings{CIUPAL2005DifferentialCO,
title={Differential Calculus on Almost Commutative Algebras and Applications to the Quantum Hyperplane},
author={CĂTĂLIN CIUPALĂ},
year={2005}
}