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Torsionless module
Pub . Mat . UAB Vol . 27 N- 1 on the ENDOMORPHISM RING of A
FLAT MODULES OVER VALUATION RINGS 3 S1,...,Sn ∈ R(R) and Y1,...,Yn ∈ F Such That Φ(X) = S1y1 + ··· + Snyn
Reflexivity Revisited
Stability, Duality, 2-Generated Ideals and a Canonical Decomposition of Modules Rendiconti Del Seminario Matematico Della Università Di Padova, Tome 106 (2001), P
Maximal Orders and Reflexive Modules
Derived Equivalences and Stable Equivalences of Morita Type, II
On Subdirect Factors of Projective Modules and Applications to System
On Completely Prime Submodules
Rings Over Which All (Finitely Generated Strongly) Gorenstein
Flat Modules Over Valuation Rings Francois Couchot
Characterizations of Quasi-Frobenius Rings Edgar Andrews Rutter Jr
Torsionless Modules and Minimal Generating Sets for Ideals of Integral
Representation Theory of Algebras Stably Equivalent to Hereditary Algebras, Using the Notions of Almost Split Sequences and Irreducible Morphisms
Arxiv:1808.01809V4 [Math.RT] 8 Jul 2019 Oesenagba Osols Oue Eeiemodule, Reflexive Module, Torsionless Algebra, Gorenstein Rvddthat Provided Quiver
1 Introduction
Arxiv:2101.02641V3 [Math.AC]
Weakly Compact Cardinals and Κ-Torsionless Modules
MA 312 Commutative Algebra / Jan–April 2020
Top View
Derived Equivalences and Stable Equivalences of Morita Type, II
Commutative Endomorphism Rings
Abstract EMBEDDING TORSIONLESS MODULES in PROJECTIVES CARI, FAITH When All Injective Modules Over a Ring R Embed in a Free R-Mod
A Characterization of Qf-3 Rings
Morita-Equivalence Between Strongly Non-Singular Rings and the Structure of the Maximal Ring of Quotients
S. Bazzoni and L. Salce, \Emph{Warfield Domains}
Arxiv:1805.05705V5
The Quotient Category of a Morita Context
Endomorphism Rings of Torsionless Modules*
ON DIRECT SUMS of BAER MODULES 1. Introduction Let R Be a Ring with Unity. for Any Class of R-Modules Satisfying a Certain Prope
Universally Torsionless and Trace Modules 121