… the compactness of the … singular solution u of a partial differential equation, it is natural to
wish to classify it: is the singularity removable, and if not, how does u behave near the singular …

… We can then use singular homology theory. Fixing R, g, k there are two continuous maps …
This module is called the socle of R. (R, m) is called Gorenstein iff Annm can be generated by …

… of Gorenstein injective modules is closed under direct limits. We prove that the class of dg-Gorenstein …
and Št’ovıcek J., Singular compactness and definability for Σ-cotorsion and Goren…

… The possible singular fibres have exactly one singular point: an ordinary double point with
… of the singular point. For each p we then get an integer ap by requiring the following identity: …

… corresponding Gorenstein (L, A)modules and relative Gorenstein flat modules associated
to … connections between Gorenstein (L, A)-flat modules and Gorenstein Bflat modules, and …

… a corresponding equivalence for Gorenstein flat modules. It … Gorenstein flat modules parallels
that of Gorenstein projective … Jan Sarochˇand Jan Stovıcek, ˇ Singular compactness and …

… , the class of Gorenstein projective left Λ-modules over a … of Gorenstein projective left R-modules
and left S-modules are … such that the class of Gorenstein projective modules is special …

… If we look at the category Mod-R of right modules over a not necessarily commutative ring
R, … Singular compactness and definability for Σ-cotorsion and Gorenstein modules. Selecta …

… Buchweitz introduces Db(S) more generally for Gorenstein … then we say that (R,w) has
isolated singular locus. If there … To obtain a setup in which we can talk about compactness and …

… Gorenstein flat quasi-coherent sheaves is Frobenius and a natural non-affine analogue of
the category of Gorenstein projective modules … and Jan Štovıcek, Singular compactness and …