On Generalized N-Complexes Coming from Twisted Derivations

Daniel Larsson () and Sergei D. Silvestrov ()
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Daniel Larsson: Uppsala University, Department of Mathematics
Sergei D. Silvestrov: Lund University, Centre for Mathematical Sciences

Chapter 7 in Generalized Lie Theory in Mathematics, Physics and Beyond, 2009, pp 81-88 from Springer

Abstract: Inspired by a result of V. Abramov [1] on q-differential graded algebras, we prove a theorem, analogous to Abramov's result but in a slightly different set-up, using a σ- (twisted) derivation as the differential-like map. As an application, we construct a generalized N-complex based on the ring of Laurent polynomials.

Date: 2009
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DOI: 10.1007/978-3-540-85332-9_7

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