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Von Neumann regular ring
ON N-FLAT MODULES and N-VON NEUMANN REGULAR RINGS
Prime Von Neumann Regular Rings and Primitive Group Algebras Joe W
FUSIBLE RINGS 1. Introduction It Is Well-Known That the Sum of Two Zero
Generalized V-Rings and Von Neumann Regular Rings
On Rings Whose Simple Modules Are Lnjective
A Note on Modules Over Regular Rings
On Regular Self-Injective Rings
Generalizing Some Results in Field Theory for Rings Jose Capco
A Characterization of Von Neumann Regular Rings and Applications
Arxiv:0802.1872V2 [Math.RA]
Zero-Divisor Graphs, Von Neumann Regular Rings, and Boolean Algebras
ON ZERO-DIMENSIONALITY and FRAGMENTED RINGS Jim
On the Regular Elements in Zn
Associatieve Algebra
On Weakly Von Neumann Regular Rings
Von Neumann Regular Rings, by K. R. Goodearl, Monographs and Studies in Mathematics, No. 4, Pitman, London-San Francisco-Melbourne, 1979, Xvii + 369 Pp., $46.00
Arxiv:2106.12152V1 [Math.AC]
On Rings Whose Projective Modules Have the Exchange Property
Top View
On the Von Neumann Regularity of Rings with Regular Prime Factor Rings
Semisimple Ring Spectra
On Weakly Von Neumann Regular Rings
Von Neumann Regular and Related Elements in Commutative Rings
On Spectral Compactness of Von Neumann Regular Rings
COUNTABLY GENERATED FLAT MODULES ARE QUITE FLAT 3 by Assumption; Let G : T −1R(N) → T −1R(N) Be a Map of T −1R-Modules Such That −1 (T F)G = Idt −1R(N)
Lamplighter Groups and Von Neumann's
The Von Neumann-Regular Hull of (Preordered) Rings and Quadratic Forms
Generalizing Some Results in Field Theory for Rings
Modules Whose Endomorphism Rings Are Von Neumann Regular
Regular Rings and Integral Extension of a Regular Ring Edward T
Von Neumann Regular Rings with Tailor-Made Ideal
Gorenstein Von Neumann Regular Rings
RIGHT FULLY IDEMPOTENT RINGS NEED NOT BE LEFT FULLY IDEMPOTENT by R
ON N-FLAT MODULES and N-VON NEUMANN REGULAR RINGS
Noncommutative Localization in Group Rings 3
The Cardinality of an Annihilator Class in a Von Neumann Regular Ring