On strongly harmonic and Gelfand modules

M Medina-Bárcenas, L Morales-Callejas… - Communications in …, 2020 - Taylor & Francis
We introduce the notions of strongly harmonic and Gelfand module, as a generalization of
the well-known ring theoretic case. We prove some properties of these modules and we …

On the De Morgan's Laws for Modules

M Medina-Bárcenas, MLS Sandoval-Miranda… - Applied Categorical …, 2022 - Springer
In this investigation we give a module-theoretic counterpart of the well known De Morgan's
laws for rings and topological spaces. We observe that the module-theoretic De Morgan's …

Zariski topology on the spectrum of fuzzy classical primary submodules

P Panpho, P Yiarayong - Applied General Topology, 2022 - riunet.upv.es
[EN] Let R be a commutative ring with identity and M a unitary R-module. The fuzzy classical
primary spectrum F cp. spec (M) is the collection of all fuzzy classical primary submodules A …

[PDF][PDF] A topology and the frame attached to a set of primitive submodules

JC Pérez, JR Montes - ssmr.ro
For a multiplication R-module M we define the primitive topology T on the set Prt (M) of
primitive submodules of M. We prove that if R is a commutative ring and M is a multiplication …

[PDF][PDF] NCRA VII 2021-Online Conference Dedicated to Tariq Rizvi-5-7th July 2021 Properties of Strongly Harmonic and Gelfand modules: idioms, frames and …

MLS Sandoval-Miranda - leroy.perso.math.cnrs.fr
Properties of Strongly Harmonic and Gelfand modules: idioms, frames and associated
topological spaces.-5pt Page 1 Strongly harmonic and Gelfand modules NCRA VII 2021-Online …