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On rings with cyclic almost-injective modules cyclic right R-module is almost injective, if and only if R/J(R) is a right SV-ring with Loewy(RR) ≤ 2
I* 0-Modules semiregular rings over which every module is at the same time I*0 -module and I 0-module. We give a
The survey on Markov-modulated arrival processes and their application to the analysis of active queue management algorithmsThe article is devoted to the application of Markov modulated arrival processes (Markov modulated
Modules in Which Sums or Intersections of Two Direct Summands Are Direct Summands. odules, SIP-modules, D3-modules, and C3-modules. These characterizations are used for the proof of new
Generalized SV-modules(P) is weakly regular if and only if every module in σ(M/I(M)) is lifting, where M is a generating object in σ
Retractable and Coretractable Modules. It is proved that for a module M of finite length, the following conditions are equivalent. (1) In the category
Retractable and Coretractable Modules. It is proved that for a module M of finite length, the following conditions are equivalent. (1) In the category
Retractable and Coretractable ModulesRetractable and Coretractable Modules
CS-Rickart modules-Rickart modules, that is a module analogue of the concept of ACS rings. A ring R is called a right weakly
On some classes of semiartinian ringsThe weakly regularity of all right R-modules with R an arbitrary ring does not imply the same
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