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Paper Type ![]() |
Contributed Paper |
Title ![]() |
Zero-Divisor Graphs of Idealizations with Respect to Modules |
Author ![]() |
Shahabaddin E. Atani, and F. Farzalipour |
Email ![]() |
ebrahimi@guilan.ac.ir |
Abstract: Let R be a commutative ring with identity and let M be a coprimary (resp. secondary) R-module. Let R(+)M be the idealization of the ring R by the R-module M. We study the diameter and girth of the zero-divisor graph of the ring R(+)M.
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Start & End Page ![]() |
5 - 8 |
Received Date ![]() |
2008-05-15 |
Revised Date ![]() |
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Accepted Date ![]() |
2008-11-14 |
Full Text ![]() |
Download |
Keyword ![]() |
graph, idealization, coprimary, secondary, zero-divisor |
Volume ![]() |
Vol.36 No.1 (JANUARY 2009) |
DOI |
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Citation |
E. S., . and Farzalipour F., Zero-Divisor Graphs of Idealizations with Respect to Modules, Chiang Mai Journal of Science, 2009; 36(1): 5-8. |
SDGs |
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