[HTML][HTML] The flat stable module category of a coherent ring
J Gillespie - Journal of Pure and Applied Algebra, 2017 - Elsevier
Let R by a right coherent ring and R-Mod denote the category of left R-modules. We show
that there is an abelian model structure on R-Mod whose cofibrant objects are precisely the …
that there is an abelian model structure on R-Mod whose cofibrant objects are precisely the …
The flat stable module category of a coherent ring
J Gillespie - arXiv e-prints, 2014 - ui.adsabs.harvard.edu
Let $ R $ by a right coherent ring and $ R $-Mod denote the category of left $ R $-modules.
We show that there is an abelian model structure on $ R $-Mod whose cofibrant objects are …
We show that there is an abelian model structure on $ R $-Mod whose cofibrant objects are …
The flat stable module category of a coherent ring
J Gillespie - Journal of Pure and Applied Algebra, 2017 - infona.pl
Let R by a right coherent ring and R-Mod denote the category of left R-modules. We show
that there is an abelian model structure on R-Mod whose cofibrant objects are precisely the …
that there is an abelian model structure on R-Mod whose cofibrant objects are precisely the …
The flat stable module category of a coherent ring
J Gillespie - arXiv preprint arXiv:1412.4085, 2014 - arxiv.org
Let $ R $ by a right coherent ring and $ R $-Mod denote the category of left $ R $-modules.
We show that there is an abelian model structure on $ R $-Mod whose cofibrant objects are …
We show that there is an abelian model structure on $ R $-Mod whose cofibrant objects are …