On Rings Whose Quasi-Projective Modules Are Projective or Semisimple
NO Ertas, U Acar - Communications in Mathematics and …, 2021 - search.proquest.com
Abstract For two modules\(M\) and\(N\),\(P_M (N)\) stands for the largest submodule of\(N\)
relative to which\(M\) is projective. For any module\(M\),\(P_M (N)\) defines a left exact …
relative to which\(M\) is projective. For any module\(M\),\(P_M (N)\) defines a left exact …
On Rings whose Quasi Projective Modules Are Projective or Semisimple
N Orhan Ertaş, U Acar - 2021 - 194.27.153.46
For two modules M and N, PM (N) stands for the largest submodule of N relative to which M
is projective. For any module M, PM (N) defines a left exact preradical. It is given some …
is projective. For any module M, PM (N) defines a left exact preradical. It is given some …
[PDF][PDF] Noetherian rings with small profiles
B Saraç, SR López-Permouth - leroy.perso.math.cnrs.fr
Noetherian rings with small profiles Page 1 Noetherian rings with small profiles (joint with SR
López-Permouth) Bülent Saraç Hacettepe University NCRA, VII, 5-7th July 2021 Bülent Saraç …
López-Permouth) Bülent Saraç Hacettepe University NCRA, VII, 5-7th July 2021 Bülent Saraç …