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Paper Type ![]() |
Contributed Paper |
Title ![]() |
V-Rings and Principal Injectivity |
Author ![]() |
Anchalee Kaewcharoen and Jintana Sanwong* |
Email ![]() |
scmti004@chiangmai.ac.th |
Abstract: Let R be a ring and M, N be ring R-modules. M is called principally N-injective (P-N-injective) if every R-homomorphism from a cyclic submodule of N to Mcan be extended to N. A ring R is said to satisfy (*) if every simple right R-module is P-N-injective for anll cyclic some connections among V-rings, P-V-rings and regular rings are given.
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Start & End Page ![]() |
3 - 6 |
Received Date ![]() |
2003-01-10 |
Revised Date ![]() |
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Accepted Date ![]() |
2003-03-14 |
Full Text ![]() |
Download |
Keyword ![]() |
V-ring, principally injective module |
Volume ![]() |
Vol.30 No.1 (APRIL 2003) |
DOI |
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Citation |
Kaewcharoen A. and Sanwong* J., V-Rings and Principal Injectivity, Chiang Mai Journal of Science, 2003; 30(1): 3-6. |
SDGs |
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