Module-theoretic generalization of commutative von Neumann regular rings

DD Anderson, S Chun, JR Juett - Communications in Algebra, 2019 - Taylor & Francis
Jayaram and Tekir defined an R-module M, R is a commutative ring, to be “von Neumann
regular” if for each m∈ M, there exists an a∈ R such that R m= a M= a 2 M. Previously …
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[PDF][PDF] MODULE-THEORETIC GENERALIZATION OF COMMUTATIVE VON NEUMANN REGULAR RINGS

DD ANDERSON, S CHUN, JR JUETT - researchgate.net
Jayaram and Tekir defined an R-module M, R is a commutative ring, to be “von Neumann
regular” if for each m∈ M, there exists an a∈ R such that Rm= aM= a2M. Previously …

Module-theoretic generalization of commutative von Neumann regular rings

DD Anderson, S Chun, JR Juett - Communications in Algebra, 2019 - ingentaconnect.com
Jayaram and Tekir defined an R-module M, R is a commutative ring, to be “von Neumann
regular” if for each [Inline formula] there exists an [Inline formula] such that [Inline formula] …

Module-theoretic generalization of commutative von Neumann regular rings

DD Anderson, S Chun, JR Juett - Communications in Algebra, 2019 - iro.uiowa.edu
Jayaram and Tekir defined an R-module M, R is a commutative ring, to be “von Neumann
regular” if for each (Formula presented.) there exists an (Formula presented.) such that …

Module-theoretic generalization of commutative von Neumann regular rings

DD Anderson, S Chun, JR Juett - COMMUNICATIONS IN …, 2019 - scholarworks.bwise.kr
Jayaram and Tekir defined an R-module M, R is a commutative ring, to be" von Neumann
regular" if for each there exists an such that Previously, Fieldhouse called M" regular" if …