… strongly Gorenstein flat modules are nothing more than the strongly Gorenstein flat modules…
are concerned with the stability of the class of Gorenstein X-flat modules. Bennis defined and …

… The stable category of Gorenstein projective modules is a … The category of Gorenstein
flat modules is rarely Frobenius; … with the category of Gorenstein projective modules, see [5, …

… spéciaux finiment présentés, les concepts de module injectif et plat de nX-Gorenstein, et …
de M telle que Xn est stable par sommes finies, et par sous-modules cycliques. Alors, M est 1-X…

… stable homotopy theory and their equivariant reformulations. Concretely, we look at the
Gorenstein … duality are the ring spectra of topological modular forms with level n structure. These …

… an R-module M is Gorenstein flat if and only if the left S-module S ⊗R M is Gorenstein flat, and
that an R-module N is Gorenstein … In particular, we prove two theorems on stability of these …

… an R-module M is Gorenstein flat if and only if the left S-module S ⊗R M is Gorenstein flat, and
that an R-module N is Gorenstein … In particular, we prove two theorems on stability of these …

… (stable) relative Auslander algebra of a virtually Gorenstein … of the stable category of
Gorenstein-projective modules in terms … −→ X ≈ Flat(projΓ ) ≈ ProjΓ and therefore any module in …

… Gorenstein fibers canonical singularities (in the coarse fibers) semilog canonical singularities
fibers Gorenstein … distinct weights that occur, so we have a decomposition of OB-modules …

… of strongly Gorenstein projective, injective, flat modules with respect to a semidualizing module,
which … [14] ZP Wang, ST Guo, and HY Ma, Stability of Gorenstein modules with respect to …

… it out to a normal Q-Gorenstein scheme X of mixed characteristic … F-regular singularities are
stable under equal characteristic … -module defined as the first nonzero cohomology module of …