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Automorphism-extendable modules

Discrete Mathematics and Applications, 2015
Abstract We study modules, in which all automorphisms of submodules may be extended to endomorphisms (automorphisms) of the whole module.
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Corrigendum To: Goldie Extending Modules

Communications in Algebra, 2010
This corrigendum is written to correct an error in Corollary 2.5(ii) and an error in the proof of the converse of Theorem 2.7 of Akalan, Birkenmeier, and Tercan [1].
Evrim Akalan   +2 more
openaire   +1 more source

Nonsingular Extending Modules

1997
In this paper, it is shown that if R is a semiprime right Goldie ring, then any nonsingular extending right R-module is the direct sum of an injective module and a finite number of uniform modules.
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STRONGLY EXTENDING MODULES

2014
In this paper, we recall the concept of strong largeness to define strongly extending modules which are particular extending modules, and investigate some properties of strongly extending modules. We supply some examples showing that extending modules need not be strongly extending.
UNGOR, Burcu, HALİCİOGLU, Sait
openaire   +1 more source

Extending The Events Module

2003
In this chapter we will be taking one of the original IBuySpy modules (the events module) and extending it by adding new functionality. We will be using the existing code as a starting point for building a module that provides the functionality that we want.
Kourosh Ardestani   +8 more
openaire   +1 more source

On Extending Scott Modules

2017
We study a variety of questions related to the Scott modules S(G,Q) associated to a finite group G, where Q denotes a p-subgroup of G for a given prime p. The main concept we study is that of a p-extendible group, which we define to be a group in which the dimension of S(G,Q) is minimal for all p-subgroups Q of G. We study those
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Processing Strategies for an Organic Photovoltaic Module with over 10% Efficiency

Joule, 2020
Yao Chen   +2 more
exaly  

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