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Perfect ring
Arxiv:2005.02059V1 [Math.RA]
TORSION THEORIES OVER SEMIPERFECT RINGS (A) ¿Rnjs
S-ALMOST PERFECT COMMUTATIVE RINGS Contents Introduction 1 1. Preliminaries 3 2. S-Divisible and S-Torsion Modules 5 3. S-Strong
On Harada Rings and Serial Artinian Rings
On Rings Whose Flat Modules Form a Grothendieck Category
Clean Rings & Clean Group Rings
Arxiv:1803.03229V2 [Math.AC] 8 Sep 2018 N H Perfection, the and Aia Fr(O Xml,Rcudb -Dclycmlt) T R Map Complete)
Induced Liftings, Exchange Rings and Semi-Perfect Algebras
Rings in Which Minimal Left Ideals Are Projective
Arxiv:Math/0002217V1 [Math.RA] 25 Feb 2000 61,16G30
A General Concept of the Pseudoprojective Module
A Taxonomy of 2-Primal Rings
Homological Aspects of Perfect Algebras
Arxiv:Math/0409551V3 [Math.RA] 17 Feb 2014
Rings Whose Modules Are {Oplus}-Supplemented
Right Perfect Rings with the Extending Property on Finitely Generated Free Modules
Almost Perfect Commutative Rings
Injective Modules with Respect to Modules of Projective Dimension at Most One
Top View
On the Right Perfect Ring by R.H
Rings Whose Indecomposable Modules Are Pure-Projective Or Pure-Injective Francois Couchot
A Note on Perfect Rings and Semi-Perfect Rings
Arxiv:1603.07831V2 [Math.AG] 26 Sep 2016 H Eodpr Eda Ocuin O Efcodrings
A THEOREM of KUNZ USING PERFECT RINGS 1. Introduction
Artinian and Left (And Right) Self-Injective
Semi-Perfect Rings in Which Every Ideal Is Idempotent
Significance of Modules with Ascending Chain Condition Which Corresponds of Definite Sorts of Annihilator
Reflexive Modules Over Perfect Rings
ON MATH 36501, PERFECTOID SPACES Let X/C Be a Smooth
RAD-D12 MODULES Recep Kılıç and Burcu Ni¸Sancıtürkmen
Rings Characterized by Their Modules
On QF Rings and Artinian Principal Ideal Rings
A Note on Projective Modules 3
Indecomposable Modules Over Semiperfect Rings
MODULES with SEMI-LOCAL ENDOMORPHISM RING If for Each
Characterization of Rings Using Quasiprojective Modules
EXAMPLES 026Z Contents 1. Introduction 2 2. an Empty Limit 3 3. a Zero Limit 3 4. Non-Quasi-Compact Inverse Limit of Quasi-Compa
Rings Characterized by Direct Sums of Cs Modules
Generalized Ring of Norms and Generalized (Φ, Γ)-Modules
Arxiv:2004.03900V2 [Math.RA]