Czechoslovak Mathematical Journal Page 1 Czechoslovak Mathematical Journal Siamak
Yassemi On the non-vanishing of local cohomology modules Czechoslovak Mathematical …

Let (R, 𝔪) be a Noetherian local ring, M a finitely generated R-module with finite projective
dimension n, N an arbitrary R-module, and 𝔞 be an ideal of R which is generated by s …

SOME PROPERTIES OF GENERALIZED LOCAL HOMOLOGY AND COHOMOLOGY
MODULES 1. Introduction Let I be an ideal of a local Noetherian com Page 1 Bull. Korean …

Let $ I $ be an ideal of Noetherian ring $ R $ and $ M $ a finitely generated $ R $-module. In
this paper, we introduce the concept of weakly colaskerian modules and by using this …

Let I be an ideal of Noetherian local ring (R, m) and M an artinian R-module. In this paper,
we study colocalization of local homology modules. In fact we give Colocal-global Principle …

Let R be a commutative Noetherian ring and I an ideal of R. In this paper, we study
colocalization of generalized local homology modules. We intend to establish a dual case of …

Full article: ON THE MINIMAL FLAT RESOLUTIONS OF MODULES Skip to Main Content
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The aim of this paper is to improve the main result of [5](Theorem 3.5). We show that if A is a
non-zero Artinian module over a commutative ring R and a⊆ b are ideals of R such that (0 …

We study the relationship between a property of a triangular subset and coassociated prime
ideals of the module of generalized fractions induced by the triangular subset, and …

Let $ R $ be a commutative Noetherian ring and $\fa $ an ideal of $ R $. We intend to
establish the dual of two Faltings' Theorems for local homology modules of an Artinian …