Tate homology of modules of finite Gorenstein flat dimension
L Liang - Algebras and Representation Theory, 2013 - Springer
We introduce and investigate Tate homology \rmtor of modules of finite Gorenstein flat
dimension. In particular, we show that over a right coherent ring R, \rmtor_i^R(M,N)≅ …
dimension. In particular, we show that over a right coherent ring R, \rmtor_i^R(M,N)≅ …
[PDF][PDF] Tate Homology of Modules of Finite Gorenstein Flat Dimension
L Liang - 2012 - researchgate.net
We introduce and investigate Tate homology ̂ tor of modules of finite Gorenstein flat
dimension. In particular, we show that over a right coherent ring R, ̂ tor R i (M, N)∼= ̂ Tor …
dimension. In particular, we show that over a right coherent ring R, ̂ tor R i (M, N)∼= ̂ Tor …
Tate Homology of Modules of Finite Gorenstein Flat Dimension.
L Liang - Algebras & Representation Theory, 2013 - search.ebscohost.com
We introduce and investigate Tate homology $\widehat {{\mbox {\rm tor}}} $ of modules of
finite Gorenstein flat dimension. In particular, we show that over a right coherent ring< i> R …
finite Gorenstein flat dimension. In particular, we show that over a right coherent ring< i> R …
[引用][C] Tate Homology of Modules of Finite Gorenstein Flat Dimension
L Liang - Algebras and Representation Theory, 2013 - infona.pl
We introduce and investigate Tate homology $\widehat {{\mbox {\rm tor}}} $ of modules of
finite Gorenstein flat dimension. In particular, we show that over a right coherent ring R …
finite Gorenstein flat dimension. In particular, we show that over a right coherent ring R …