Conference abstracts
Session S11 - Representations of Algebras
No date set
Representation of Twisted Tensor Products
Jack Arce Flores
Pontificia Universidad Católica del Perú-PUCP, Perú - jarcef@pucp.edu.pe
We obtain a faithful representation of the twisted tensor product $B\otimes_{\chi}A$ of unital associative algebras, when B is finite dimensional. This generalizes the representations of [C] where $B=K[X]/
[A] J. Arce. Representation of twisted tensor Products. arXiv:1505.01232 [math.RA] 6 may 2015.
[C] C. Cibils. Non-commutive duplicates of finite sets. J. Algebra Appl , 5(3):361–377, 2006.
[GGV] A. Guccione, J. J. Guccione and C. Valqui, Non commutative truncated polynomial extensions.
[JLNS] Jara, J. López Peña, G. Navarro and D. Stefan, On the classification of twisting maps between K^n and K^m, arXiv:0805.2874v3 [math.RA] 24 Sep 2009.
Joint work with .