summary:We define and study restricted projective, injective and flat dimensions over local homomorphisms. Some known results are generalized. As applications, we show that (almost) Cohen-Macaulay rings can be characterized by restricted homological dimensions over local homomorphisms
This dissertation presents a homological dimension notion of Cohen-Macaulay for non-Noetherian rings...
This dissertation presents a homological dimension notion of Cohen-Macaulay for non-Noetherian rings...
This dissertation presents a homological dimension notion of Cohen-Macaulay for non-Noetherian rings...
summary:We define and study restricted projective, injective and flat dimensions over local homomorp...
summary:We define and study restricted projective, injective and flat dimensions over local homomorp...
We introduce new homological dimensions, namely the Cohen-Macaulay projective, injective and flat di...
AbstractThe classical homological dimensions—the projective, flat, and injective ones—are usually de...
AbstractThe classical homological dimensions—the projective, flat, and injective ones—are usually de...
In this paper, we define a homological invariant for finitely generated modules over a commutative n...
In this paper, we define a homological invariant for finitely generated modules over a commutative n...
In this paper, we define a homological invariant for finitely generated modules over a commutative n...
. Numerical invariants which measure the Cohen--Macaulay character of homomorphisms ' : R ! S ...
International audienceWe prove the weak functoriality of (big) Cohen-Macaulay algebras, which contro...
International audienceWe prove the weak functoriality of (big) Cohen-Macaulay algebras, which contro...
This dissertation presents a homological dimension notion of Cohen-Macaulay for non-Noetherian rings...
This dissertation presents a homological dimension notion of Cohen-Macaulay for non-Noetherian rings...
This dissertation presents a homological dimension notion of Cohen-Macaulay for non-Noetherian rings...
This dissertation presents a homological dimension notion of Cohen-Macaulay for non-Noetherian rings...
summary:We define and study restricted projective, injective and flat dimensions over local homomorp...
summary:We define and study restricted projective, injective and flat dimensions over local homomorp...
We introduce new homological dimensions, namely the Cohen-Macaulay projective, injective and flat di...
AbstractThe classical homological dimensions—the projective, flat, and injective ones—are usually de...
AbstractThe classical homological dimensions—the projective, flat, and injective ones—are usually de...
In this paper, we define a homological invariant for finitely generated modules over a commutative n...
In this paper, we define a homological invariant for finitely generated modules over a commutative n...
In this paper, we define a homological invariant for finitely generated modules over a commutative n...
. Numerical invariants which measure the Cohen--Macaulay character of homomorphisms ' : R ! S ...
International audienceWe prove the weak functoriality of (big) Cohen-Macaulay algebras, which contro...
International audienceWe prove the weak functoriality of (big) Cohen-Macaulay algebras, which contro...
This dissertation presents a homological dimension notion of Cohen-Macaulay for non-Noetherian rings...
This dissertation presents a homological dimension notion of Cohen-Macaulay for non-Noetherian rings...
This dissertation presents a homological dimension notion of Cohen-Macaulay for non-Noetherian rings...
This dissertation presents a homological dimension notion of Cohen-Macaulay for non-Noetherian rings...