Pages that link to "Item:Q1192445"
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The following pages link to A local ring is CM if and only if its residue field has a CM syzygy (Q1192445):
Displaying 13 items.
- Extension closedness of syzygies and local Gorensteinness of commutative rings (Q295888) (← links)
- Syzygy theorems via comparison of order ideals on a hypersurface (Q659885) (← links)
- Rings with only finitely many isomorphism classes of indecomposable maximal Buchsbaum modules (Q1110586) (← links)
- Free resolutions and change of rings (Q1355567) (← links)
- Tensor products of perfect modules and maximal surjective Buchsbaum modules (Q1380041) (← links)
- A remarkable property of the (co) syzygy modules of the residue field of a nonregular local ring (Q1916416) (← links)
- Syzygies of Cohen-Macaulay modules over one dimensional Cohen-Macaulay local rings (Q2171051) (← links)
- Asymptotic behavior of dimensions of syzygies (Q2839295) (← links)
- On linear maximal buchsbaum modules and the syzygy modules (Q4328002) (← links)
- On the Vasconcelos inequality for the fiber multiplicity of modules (Q4641481) (← links)
- On a question of Buchweitz about ranks of syzygies of modules of finite length (Q4644428) (← links)
- Vanishing of cohomology over Gorenstein rings of small codimension (Q4804084) (← links)
- Some criteria for regular and Gorenstein local rings via syzygy modules (Q5383876) (← links)
