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dc.contributor.authorJayalakshmi, K
dc.identifier.issnPrint 2278-9561
dc.identifier.issnOnline 2278-957X
dc.description.abstractIn this paper we show how to reduce the study of nondegenerate local Goldie (-1, 1) rings to the strongly prime case, via the notions of uniform ideals and essential subdirect product. Also we construct the maximal left quotient ring of (-1, 1) ring that is a left quotient ring of itself. We follow Utumi where a maximal left quotient ring is constructed as a direct limit of partially defined homomorphism from left ideal of R to R.en_US
dc.publisherChitkara University Publicationsen_US
dc.subject(-1, 1) ringsen_US
dc.subjectQuotient ringsen_US
dc.subjectlocal Goldie ringen_US
dc.titleMaximal Left Ideals In Local Goldie (-1, 1) Ringsen_US
Appears in Collections:MJIS Volume 3 Number 2 (March - 2015)

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