On right strongly prime ternary rings

WebSTRONGLY PRIME NEAR-RINGS by N. J. GROENEWALD (Received 24th October 1985, revised 22nd July 1987) 1. Introduction Strongly prime rings were introduced by …

GAMMA-RINGS: SOME INTERPRETATIONS USED IN THE STUDY …

WebThe class of strongly prime rings is an interesting class of rings because it has Key words: Ternary Semiring, Prime Ideal, Strongly Prime Ternary Semiring, Strongly Prime … Web140 On Right Strongly Prime Ternary Rings were the original motivation for introducing strongly prime rings, it became apparent that strongly prime rings are interesting by … import script into html https://nt-guru.com

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Web1 de jan. de 2010 · The noti on of strongly prim e ring was introduced by Handelm an and Law ren ce [11] in the y e ar 1975 and the y c harac ter ize d stron gly prime rings. The … Web29 de ago. de 2024 · On right strongly prime ternary rings, East-West Journal of Mathematics (to appear). Regular equivalence and strongly regular equivalence on … Webpossible definitions for ternary rings and the connection among them. Definition 2.2. An additive subgroup I of the Γ-ring A is called a right (left) ideal of A, if xαy∈I (respectively yαx∈I) for all x∈I, α∈Γ, y∈A. A left and right ideal of A is called an ideal of A. Definition 2.3. litespeed teramo

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On right strongly prime ternary rings

A NOTE ON PRIME QUASI-IDEALS IN TERNARY SEMIRINGS

WebStrongly prime rings were introduced by Handelman and Lawrence [5] and in [2] Groenewald and Heyman investigated the upper radical determined by the class of all strongly prime rings. In this paper we extend the concept of strongly prime to near-rings. We show that the class M of distributively generated near-rings is a special class WebShort Title: East-West J. Math. Publisher: Khon Kaen University, Faculty of Science, Department of Mathematics, Khon Kaen

On right strongly prime ternary rings

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WebAbstract:In this paper we introduce the notion of right strongly prime gamma Semiring and study some properties of right strongly prime ternary gamma Semiring. Mathematics Subject Classification: 16Y30. Keywords: Ternary Γ-Semiring, Prime ternary Γ-ideal, Strongly Prime Ternary Γ-Semiring, Strongly Prime Ternary Γ-Ideal. http://eastwestmath.org/index.php/ewm/article/view/59

WebOne Ring to rule them all. Three rings for the Elven - kings under the sky, Seven for the Dwarf - lords in their halls of stone, Nine for the Mortal Men doomed to die, One for the … Web2. Prime quasi-ideals in ternary semirings In this section, we introduce the notions of prime and semiprime quasi-ideals in ternary semirings and some relevant counter examples are also indicated. De nition 2.1. A proper quasi-ideal Q of a ternary semiring S is prime if ABC Q implies A Q or B Q or C Q for any three quasi-ideals A;B and C of S. A

Web1 de mar. de 2024 · 7/26/2024 ON RIGHT TERNARY -IDEALS OF TERNARY -SEMIRING 1/10Impact Factor(JCC): 1.8207- This article can be downloaded from www.impactjournals.usIMPACT: International Journal… Webprime radical of an ideal in a ternary hemiring and prime radical of ternary hemiring. AMS Subject Classification: 16Y60, 16Y30 Key Words: ternary hemiring, prime ideal, semiprime ideal, strongly irre-ducible ideal, primary ideal,prime radical 1. Introduction Lister [4] introduced the notion of ternary rings and studied some of their

WebWe note that a ternary semiring may not contain an identity but there are certain ternary semirings which generate identities in the sense de¯ned below : De¯nition 2.5. A ternary semiring S admits an identity provided that there exist elements f(ei;fi) 2 S (i = 1 ;2;¢¢¢ ;n )g such that P n i=1 eifix = P n P i=1 eixf i = n i=1 xe ifi = x ...

WebKeywords. Prime, Strongly prime, Semi prime, Irreducible and strongly irreducible bi-ideals in ternary semi rings. Introduction. Algebraic structures play a very outstanding role in mathematics with classification in multifarious disciplines such as theoretical physics, computer sciences, control engineering, information sciences, coding theory, topological … import scrap in indiaWebA ternary ring R is right strongly prime if every nonzero ideal of R contains a finite subset G such that the right annihilator of G with respect to a finite subset of R is zero. … litespeed tachyonWeb26 de out. de 2015 · In this paper, all rings considered are associative rings with identity \(1\ne 0\).A two sided ideal I of R will be denoted by \(I\unlhd R\) and the same is used for a normal subgroup H of a group G. \(R*G\) will denote the crossed product of a group G over a ring R.Also \(Ann_r(X)\) will denote the right annihilator of a set X.. A ring R is right … import screenshotshttp://eastwestmath.org/index.php/ewm/article/view/59 import scripts to blender 2.78WebDe nitions 1.1 (Jayaram, Oral, Tekir). A prime ideal p of R is said to be strongly prime, if whenever p contains an intersection of ideals, it contains one of the ideals in the intersection, i.e. p T i2I a i)p a i for some i 2I. R is said to be a strongly zero-dimensional ring if every prime ideal of Ris strongly prime. import scss in another scssWeb6 de fev. de 2024 · In this paper we study right strongly prime ternary rings and obtain some characterizations of it. Lastly we characterize strongly prime radical of a ternary ring. PDF Published 2024-02-06 Issue Vol 17 No 02 (2015): EAST-WEST JOURNAL OF MATHEMATICS Section Articles Information. For ... import scs to blenderWebRefworld is the leading source of information necessary for taking superior decisions on refugee status. Refworld contains a vast collection of reports relation go situations in countries of origin, policy documents furthermore positions, and documents relating to worldwide and national legal frameworks. The information has since carefully dialed and … import scrapy python