M. Sedghi

collaborators

5 papers

math.AC2021

Some characterizations of strongly irreducible submodules in arithmetical and Noetherian modules

Reza Naghipour, Monireh Sedghi

The purpose of the present paper is to prove some properties of the strongly irreducible submodules in the arithmetical and Noetherian modules over a commutative ring. The relation…

math.AC2017

Some results on the annihilators and attached primes of local cohomology modules

Ali Atazadeh, Monireh Sedghi, Reza Naghipour

Let $(R, m)$ be a local ring and $M$ a finitely generated $R$ -module. It is shown that if $M$ is relative Cohen-Macaulay with respect to an ideal $a$ of $R$ , then $\tex…

math.AC2017

Modules cofinite and weakly cofinite with respect to an ideal

Kamal Bahmanpour, Reza Naghipour, Monireh Sedghi

The purpose of the present paper is to continue the study of modules cofinite and weakly cofinite with respect to an ideal $a$ of a Noetherian ring $R$ . It is shown that an $…

math.AC2017

On the finiteness properties of local cohomology modules for regular local rings

Monireh Sedghi, Kamal Bahmanpour, Reza Naghipour

Let $a$ denote an ideal in a regular local (Noetherian) ring $R$ and let $N$ be a finitely generated $R$ -module with support in $V (a)$ . The purpose of this paper is to…

math.AC2017

Locally unmixed modules and linearly equivalent topologies

Mona Bahadorian, Monireh Sedghi, Reza Naghipour

Let $R$ be a commutative Noetherian ring, and let $N$ be a non-zero finitely generated $R$ -module. The purpose of this paper is to show that $N$ is locally unmixed if and only if,…