Add to ORKGGiven an arbitrary quasiprojective right R-module P, we prove that every module in the category σ(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(P). In particular, we describe the rings over which every right module is weakly regular. © 2009 Pleiades Publishing, Ltd
We obtain a criterion under which all right modules over a ring of bounded index are weakly regular....
We obtain a criterion under which all right modules over a ring of bounded index are weakly regular....
ABSRACT In this work we consider weakly regular rings whose simple singular right R-Modules are flat...
Given an arbitrary quasiprojective right R-module P, we prove that every module in the category σ(P)...
Given an arbitrary quasiprojective right R-module P, we prove that every module in the category σ(P)...
Under study are some conditions for the weakly regular modules to be closed under direct sums and th...
The weakly regularity of all right R-modules with R an arbitrary ring does not imply the same proper...
We obtain a criterion under which all right modules over a ring of bounded index are weakly regular....
Under study are some conditions for the weakly regular modules to be closed under direct sums and th...
Under study are some conditions for the weakly regular modules to be closed under direct sums and th...
Under study are some conditions for the weakly regular modules to be closed under direct sums and th...
The weakly regularity of all right R-modules with R an arbitrary ring does not imply the same proper...
The weakly regularity of all right R-modules with R an arbitrary ring does not imply the same proper...
The weakly regularity of all right R-modules with R an arbitrary ring does not imply the same proper...
We obtain a criterion under which all right modules over a ring of bounded index are weakly regular....
We obtain a criterion under which all right modules over a ring of bounded index are weakly regular....
We obtain a criterion under which all right modules over a ring of bounded index are weakly regular....
ABSRACT In this work we consider weakly regular rings whose simple singular right R-Modules are flat...
Given an arbitrary quasiprojective right R-module P, we prove that every module in the category σ(P)...
Given an arbitrary quasiprojective right R-module P, we prove that every module in the category σ(P)...
Under study are some conditions for the weakly regular modules to be closed under direct sums and th...
The weakly regularity of all right R-modules with R an arbitrary ring does not imply the same proper...
We obtain a criterion under which all right modules over a ring of bounded index are weakly regular....
Under study are some conditions for the weakly regular modules to be closed under direct sums and th...
Under study are some conditions for the weakly regular modules to be closed under direct sums and th...
Under study are some conditions for the weakly regular modules to be closed under direct sums and th...
The weakly regularity of all right R-modules with R an arbitrary ring does not imply the same proper...
The weakly regularity of all right R-modules with R an arbitrary ring does not imply the same proper...
The weakly regularity of all right R-modules with R an arbitrary ring does not imply the same proper...
We obtain a criterion under which all right modules over a ring of bounded index are weakly regular....
We obtain a criterion under which all right modules over a ring of bounded index are weakly regular....
We obtain a criterion under which all right modules over a ring of bounded index are weakly regular....
ABSRACT In this work we consider weakly regular rings whose simple singular right R-Modules are flat...