Monic monomial representations I Gorenstein-projective modules
XH Luo, P Zhang - arXiv preprint arXiv:1510.05124, 2015 - arxiv.org
For a $ k $-algebra $ A $, a quiver $ Q $, and an ideal $ I $ of $ kQ $ generated by monomial
relations, let $\Lambda:= A\otimes_k kQ/I $. We introduce the monic representations of $(Q …
relations, let $\Lambda:= A\otimes_k kQ/I $. We introduce the monic representations of $(Q …
Monic monomial representations I Gorenstein-projective modules
XH Luo, P Zhang - arXiv e-prints, 2015 - ui.adsabs.harvard.edu
Abstract For a $ k $-algebra $ A $, a quiver $ Q $, and an ideal $ I $ of $ kQ $ generated by
monomial relations, let $\Lambda:= A\otimes_k kQ/I $. We introduce the monic …
monomial relations, let $\Lambda:= A\otimes_k kQ/I $. We introduce the monic …
[PDF][PDF] MONIC MONOMIAL REPRESENTATIONS I GORENSTEIN-PROJECTIVE MODULES
XIUHUA LUO, PU ZHANG - arXiv preprint arXiv:1510.05124, 2015 - researchgate.net
For a finite-dimensional algebra A over field k, a finite acyclic quiver Q, and an ideal I of the
path algebra kQ generated by monomial relations, let Λ:= A⊗ k kQ/I. We introduce the monic …
path algebra kQ generated by monomial relations, let Λ:= A⊗ k kQ/I. We introduce the monic …