Results 11 to 20 of about 14,805 (283)
Some Remarks on Regular and Strongly Regular Rings [PDF]
Canadian Mathematical Bulletin, 1975 This article presents some new algebraic and module theoretic characterizations of strongly regular rings. The latter uses Lambek’s notion of symmetry. Strongly regular rings are shown to admit an involution and form an equational category. An example due to Paré shows that the category of regular rings and ring homomorphisms between them is not ...
R. Raphael
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On strongly regular rings [PDF]
Proceedings of the Japan Academy, Series A, Mathematical Sciences, 1973 Katsuo Chiba, Hisao Tominaga
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P-STRONGLY REGULAR NEAR-RINGS [PDF]
Communications of the Korean Mathematical Society, 2012 Abstract. In this paper we introduce the notion of P-strongly regu-lar near-ring. We have shown that a zero-symmetric near-ring N is P-strongly regular if and only if N is P-regular and P is a completelysemiprime ideal. We have also shown that in a P-strongly regular near-ring N, the following holds: (i) Na+ P is an ideal of N for any a∈N.(ii) Every P ...
P. Dheena, C. Jenila
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On Strongly – Regular Rings [PDF]
Journal of Education and Science, 2009 Baida S. Abdullah
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Results On Generalized Regular And Strongly Regular Near-Rings
Turkish Journal of Computer and Mathematics Education (TURCOMAT), 2021 Some results on r-regular (r-RN) and also in s-weakly regular (s-WRN)near-rings were established in this article. It is proved that for a near-ring ℋ is s-WRN, then ℋ is simple iff ℋ is integral. And also proved that for an r-RN ℋ with unity and satisfies IFP, then ℋ has the strong IFP iff ℋ is a PSN.
Gangadhara rao Ankata Sowjanya Marisetti
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مجلة ابحاث كلية التربية الاساسيةIn our study we examine definition of strongly γ -regular rings and associates, investigate interplay between strongly γ - regular rings and other reduced rings. We also study GP – injective modules, and discuss its relation with strongly
Luma Ahmed Khaleel, Beyda S. Abdullah
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Strongly 𝜋-regular rings have stable range one [PDF]
Proceedings of the American Mathematical Society, 1996 A ring R R is said to be strongly π \pi -regular if for every a ∈ R a\in R there exist a positive integer n n and b ∈ R b\in R such that a n =
Pere Ara
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Effect of Temperature on the Early Development of Paralichthys olivaceus Otoliths [PDF]
AnimalsThis study aimed to investigate the influence of temperature on the early otolith growth and development in P. olivaceus by examining natural (15–19.5 °C) and constant (20 ± 0.5 °C) temperature regimes.
Gao Meng +5 more
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STRONGLY $\pi$-REGULAR RINGS [PDF]
Hokkaido Mathematical Journal, 1954 Gorô Azumaya
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Characterizations of strongly regular rings [PDF]
Proceedings of the Japan Academy, Series A, Mathematical Sciences, 1970 S. Lajos, F. Szász
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