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Hassanzadeh-lelekaami, Dawood The Honam Mathematical Society 2017 호남수학학술지 Vol.39 No.4
We introduce and investigate envelope of submodules. We show that the proper envelopes of certain submodules is a union of prime submodules.
TOPOLOGICAL DIMENSION OF PSEUDO-PRIME SPECTRUM OF MODULES
Hassanzadeh-Lelekaami, Dawood,Roshan-Shekalgourabi, Hajar Korean Mathematical Society 2017 대한수학회논문집 Vol.32 No.3
Different topological dimensions related to the pseudo-prime spectrum of topological modules are studied. An example of topological modules is introduced. Also, we give a result about Noetherianness of the pseudo-prime spectrum of topological modules.
Dawood Hassanzadeh-Lelekaami 호남수학회 2017 호남수학학술지 Vol.39 No.4
We introduce and investigate envelope of submodules. We show that the proper envelopes of certain submodules is a union of prime submodules.
ARTINIANNESS OF LOCAL COHOMOLOGY MODULES
Abbasi, Ahmad,Shekalgourabi, Hajar Roshan,Hassanzadeh-lelekaami, Dawood The Honam Mathematical Society 2016 호남수학학술지 Vol.38 No.2
In this paper we investigate the Artinianness of certain local cohomology modules $H^i_I(N)$ where N is a minimax module over a commutative Noetherian ring R and I is an ideal of R. Also, we characterize the set of attached prime ideals of $H^n_I(N)$, where n is the dimension of N.
ARTINIANNESS OF LOCAL COHOMOLOGY MODULES
( Ahmad Abbasi ),( Hajar Roshan Shekalgourabi ),( Dawood Hassanzadeh-lelekaami ) 호남수학회 2016 호남수학학술지 Vol.38 No.2
In this paper we investigate the Artinianness of certain local cohomology modules Hi I (N) where N is a minimax module over a commutative Noetherian ring R and I is an ideal of R. Also, we characterize the set of attached prime ideals of Hn I (N), where n is the dimension of N.