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Baer ring
Arxiv:2005.02059V1 [Math.RA]
ON SOME PARTIAL ORDERS on a CERTAIN SUBSET of the POWER SET of RINGS Gregor Dolinar, Bojan Kuzma, Janko Marovt and Burcu Ungor U
Von-Neumann-Algebra-Like Rings. Presentation at the Joint Mathematics Meeting, Section on Noncommutative Algebra, Washington
Coordinatization Applied to Finite Baer * Rings
Purely Baer Modules and Purely Rickart Modules
BAER GROUP RINGS with INVOLUTION Anil Khairnar and BN
Remarks on Type I Baer and Baer *-Rings
HULLS of SEMIPRIME RINGS with APPLICATIONS to C∗-ALGEBRAS Gary F. Birkenmeier1, †, Jae Keol Park2 and S. Tariq Rizvi3 1Depar
Baer Rings and Baer *-Rings
Modules Whose Endomorphism Rings Are Baer Abstract
CS-Rickart Modules Were first Introduced and Some of the Results of This Paper Have Been Presented Without Proof As a Brief Communication
Cleanness of Von-Neumann-Algebra-Like Rings. Presentation at Noncommutative Rings and Their Applications, Faculté Jean
The Structure of Algebraic Baer
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
Baer and Baer*-Ring Characterizations of Leavitt Path Algebras
RINGS CLOSE to BAER Institute of Mathematics, Nanjing Institute of Technology, Nanjing 211167, Peoples' Republic of China Depa
BAER and BAER *-RING CHARACTERIZATIONS of LEAVITT PATH ALGEBRAS 0. Introduction Leavitt Path Algebras Associated to Directed
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