/pdf/hollow-modules-and-local-endomorphism-rings-8qci59mb5g.pdf

Hollow modules and local endomorphism rings.

Dual goldie dimension

/pdf/modules-with-supplements-2b5suh744o.pdf

Modules with supplements.

Dual goldie dimension - II

Using the Galois connection between submodules of Horn (M, N) and N, we can prove that if M is quasi-projective right R-module, then corank , where A is the endomorphism ring of .

On Dual Goldie Dimension

The purpose of this note is to offer a equalization of the concept of Goldie dimension and to prove a structure theorem (Theorem 3.1) for modules satisfying the conditions of this dualization. In this paper, all rings considered are associative with unit and all modules are unital.

A note on dualizing Goldie dimension

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A note on dualizing Goldie dimension