Some Aspects of Ring Theory

A. W. Goldie · Bulletin of the London Mathematical Society · 1969

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Type: article
Published: 1969-07-01
Cited by: 24
References: 0
DOI: https://doi.org/10.1112/blms/1.2.129
OpenAlex: https://openalex.org/W1994151325
Semantic Scholar: https://api.semanticscholar.org/CorpusID:119726131

Keywords

Citation, Ring (chemistry), Library science, Computer science, Mathematics

References

No references recorded for this paper.

Cited by

Toward a theory of generalized Cohen-Macaulay modulesNgô Viêt Trung — 1986
Noncommutative Noetherian RingsJohn McConnell, J. C. Robson — 2001
Some recent developments in ring theoryA. W. Goldie — 1974
Quotient Rings of Noncommutative Rings in the First Half of the 20th CenturyS. C. Coutinho — 2004
Quotient rings of Noetherian module finite ringsA. W. Chatters, C R Hajarnavis — 1994
REGULAR ENDOMORPHISMS OF FINITELY GENERATED MODULESWolmer V. Vasconcelos — 1971
Rings with every proper image a principal ideal ringPatrick F. Smith — 1981
Weakly semisimple modulesand density theoryJulius S Zelmanowitz — 1993
On subfields in extension ringsDonald L. McQuillan — 1980
On Near-Rings of QuotientsA. Oswald — 1979
The Quest for Quotient Rings (of Noncommutative Noetherian Rings)S. C. Coutinho, J. C. McConnell — 2003
Subfields of matrix ringsThomas J. Laffey — 1979
Localization of modules and the central closure of ringsRobert Wisbauer — 1981
Primitive ideals of certain noetherian algebrasRonald S. Irving — 1979
On rings with central polynomialsLouis Rowen — 1974
Rings of FractionsP. M. Cohn — 1971
Criteria for a ring to have a left Noetherian left quotient ringV. V. Bavula — 2015
Rings with Every Proper Image a Principal Ideal RingP. F. Smith — 1981
Quotient Rings of Noetherian Module Finite RingsA. W. Chatters, C R Hajarnavis — 1994
STRUCTURE AND CLASSIFICATION OF HEREDITARY NOETHERIAN PRIME RINGSA. V. Jategaonkar — 1972

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