1 citations · 1 across the 3 of their papers we have counts for
5 papers
Vanishing of stable homology with respect to a semidualizing module
Li Liang
We investigate stable homology of modules over a commutative noetherian ring with respect to a semidualzing module , and give some vanishing results that improve/extend the…
Vanishing of relative homology and depth of tensor products
Olgur Celikbas, Li Liang, Arash Sadeghi
For finitely generated modules and over a Gorenstein local ring , one has , i.e., the depth formula holds, if and …
Gorenstein dimensions of unbounded complexes and faithfully flat change of base (With an appendix by Driss Bennis)
Lars Winther Christensen, Fatih Koksal, Li Liang
For a commutative ring R and a faithfully flat R-algebra S we prove, under mild extra assumptions, that an R-module M is Gorenstein flat if and only if the left S-module S\otimes M…
Complete Homology over associative rings
Olgur Celikbas, Lars Winther Christensen, Li Liang +1
We compare two generalizations of Tate homology: stable homology and the J-completion of Tor, also known as complete homology. For finitely generated modules, we show that the two…
Stable homology over associative rings
Olgur Celikbas, Lars Winther Christensen, Li Liang +1
We analyze stable homology over associative rings and obtain results over Artin algebras and commutative noetherian rings. Our study develops similarly for these classes; for simpl…