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Essential extension
Injective Modules: Preparatory Material for the Snowbird Summer School on Commutative Algebra
Nilpotent Elements Control the Structure of a Module
D-Extending Modules
Local Cohomology and Base Change
Notes on FP-Projective Modules and FP-Injective Modules
The Freyd-Mitchell Embedding Theorem States the Existence of a Ring R and an Exact Full Embedding a Ñ R-Mod, R-Mod Being the Category of Left Modules Over R
Essential Properties of Pro-Objects in Grothendieck Categories Cahiers De Topologie Et Géométrie Différentielle Catégoriques, Tome 20, No 1 (1979), P
Lectures on Local Cohomology
Commutative Ideal Theory Without Finiteness Conditions: Completely Irreducible Ideals
9 the Injective Envelope
X-Extending Modules
Universitext
Note on the Transitivity of Pure Essential Extensions
Local Cohomology
Rational Extensions of Modules
The Torsion Theory at a Prime Ideal of a Right Noetherian Ring
INJECTIVE MODULES and the INJECTIVE HULL of a MODULE, November 27, 2009 in the Sections Below We Will Fix a Commutative Ring R
Uniqueness of Uniform Decomposition Relative to a Torsion Theory
Top View
Local Comology, Local Duality and Basic Notions of Tight Closure Theory
The Pullback Closure, Perfect Morphisms and Completions
Arxiv:2009.10842V2 [Math.AC] 27 May 2021 a Question Question
Direct Sums of Injective and Projective Modules
Rings All of Whose Finitely Generated Modules Are Injective
DUALIZING COMPLEXES 08XG Contents 1. Introduction 1 2
Essential Extensions of a Direct Sum of Simple Modules-Ii
Arxiv:1701.07117V1 [Math.RA]
Barry Mitchell
Extending Property for Finitely Generated Submodules 67
A Note on Rickart Modules
Duality for Quotient Modules and a Characterization of Reflexive Modules
Categories and Functors. Its New Language—Originally Called "General Abstract Nonsense" Even by Its Initiators—Spread Into Many Different Branches of Mathematics
The Alexander Duality Functors and Local Duality with Monomial Support
Graded Essential Extensions and Graded Injective Modules
Non-Artinian Essential Extensions of Simple Modules
Locally Noetherian Categories
Sigma-Cotorsion Rings$
Essential Extensions of a Direct Sum of Simple Modules
Intrinsic Extensions of Rings
Rings Characterized by Direct Sums of Cs Modules
Almost Projective and Almost Injective Modules 3
Projective and Injective Modules Push-Outs and Pull-Backs. HW
Injective Modules Over Noetherian Rings
Abelian Categories
Arxiv:Math/0209199V1
A Torsion Theory for Abelian Categories