Modules whose partial endomorphisms have a δ-small kernels

Volume: 39, Issue: 4, Pages: 945 - 962
Published: Jul 28, 2020
Abstract
Let R be a commutative ring and M a unital R-module. A submodule N is said to be ?-small, if whenever N + L = M with M/L is singular, we have L = M. M is called ?-small monoform if any of its partial endomorphism has ?-small kernel. In this paper, we introduce the concept of ?-small monoform modules as a generalization of monoform modules and give some of their properties, examples and...
Paper Details
Title
Modules whose partial endomorphisms have a δ-small kernels
Published Date
Jul 28, 2020
Volume
39
Issue
4
Pages
945 - 962
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