quotient rings
Generating New Orthogonal Binary Sequences Using Quotient Rings Z/pm Z
... Orthogonal Sequences (as M-Sequences, Walsh Sequences, …) are used widely at the forward links of communication channels to mix the information on connecting to and at the backward links of these channels to sift through ...
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Classical quotient rings of generalized matrix rings
... So, if R is a generalized matrix ring with idempotent set E and e, f e E with e f, then ZeRe is the right singular ideal of the ring eRe and ZeRfis the right singular submodule of the ri[r] ...
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On Classical Quotient Rings of Skew Armendariz Rings
... dariz [2, Lemma 1] who initially showed that a reduced ring (i.e., a ring without nonzero nilpotent elements) always satisfies this condition. A number of papers have been written on the Armendariz property of ...
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On zero-divisor graphs of quotient rings and complemented zero-divisor graphs
... some j ∈ J . Clearly φ induces the required bijection ψ. Corollary 2.6. Let A and B be two reduced right Goldie rings which are not domains. Then Γ(A) ∼ = Γ(B) if and only if there exists a bijection φ : ...
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Maximal quotient rings of prime nonsingular group algebras
... We are going to use Theorem 3 to handle general prime nonsingular group algebras of soluble groups, and for this we need to know when there are uniform right ideals in normal subgroup al[r] ...
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Skew Polynomial Rings over Weak sigma-rigid Rings and sigma(*)-rings
... of rings, for example the existence of quotient rings or more particularly the existence of Artinian quotient rings ...the quotient ring of a ring, the contractions and ...
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Computing Hilbert Functions using the Syzygy and LCM-lattice methods
... In this work we address only polynomial rings and their quotient rings. Therefore all definitions pertaining a ring are meant to apply to commutative rings. As a consequence all our modules ...
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Kurosh Amitsur Right Jacobson Radical of Type 0 for Right Near Rings
... Let M be a class of near-rings. Classes of near-rings are always assumed to be abstract, that is, they contain the one element near-ring and are closed under isomorphic copies. With every near-ring R, we ...
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The Influences of Job Characteristics, Emotional Quotient, and Spiritual Quotient on Job Satisfaction and Nurses Performance At Islamic Hospital in Gresik
... Spiritually quotient individuals see this life as more grand and sacred, undergo as a vocation to do something unique, find ecstasy - the ecstasy of their lives from service to ideas that are not ...
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THE INFLUENCE OF INTELLIGENCE QUOTIENT AND EMOTIONAL QUOTIENT ON THE TENTH GRADE STUDENTS’ ENGLISH ACHIEVEMENT OF STATE SENIOR HIGH SCHOOL 6 OF PALEMBANG
... intelligence quotient has been conducted by Hartati (researcher) when developing thesis studied at the tenth grade students of the state senior high school 6 of Palembang in ...intelligence quotient ...
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Visualization of Xylary Rings of Stems of Artemisia tridentata spp Wyomingensis
... xylary rings in four stem segments that were separated by approximately ...xylary rings could be separated and visualized, therefore differences in characteristics of successive rings at various arc ...
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Polynomial Rings over Pseudovaluation Rings
... This article concerns the study of skew polynomial rings over PVDs. Let R be a ring and σ be an automorphism of R. We denote the skew polynomial ring R[x,σ ] by S(R). If I is an ideal of R such that I is σ-stable; ...
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Certain near rings are rings, II
... elements of R which do not commute; and let m, n, s, t be positive integers, at least I, then If ns bma n anSb one of which is greater than I, for which ab mt mt-I abmt v If ns > I, then[r] ...
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intellectual quotient, spiritual THE EFFECT OF INTELLECTUAL QUOTIENT, SPIRITUAL QUOTIENT, INDIVIDUAL CHARACTERISTICS AND ACHIEVEMENT MOTIVATION TOWARD COMPETENCE, ORGANIZATIONAL COMMITMENTS AND LECTURERS’ DEVELOPMENT (STUDY AT ISLAMIC UNIVERSITIES IN EAST JAVA)
... intellectual quotient, spiritual quotient, individual characteristics and achievement motivation on competence, organizational commitment and career development of lecturers at Islamic Universities in East ...
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On a common generalization of symmetric rings and quasi duo rings
... -symmetric rings are a common generalization of left (right) quasi-duo rings and generalized weakly symmetric ...these rings are established and some results on exchange rings and the ...
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Hereditary rings and rings of finite representation type
... The final step is to prove that every clique o f maximal ideals of R is finite. This is true if the ring is prime, as we have already observed, and also if it is semiprime (cf. Lemma 4.2.7). More generally we reduce our ...
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Predictors of Intelligence Quotient and Intelligence Quotient Change in Persons Treated for Phenylketonuria Early in Life
... early in life and followed longitudinally in our clinic for as many as 22 years.17 Our findings indicate that, among treatment-related variables, good die- tary control of the blood phen[r] ...
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Skew-Laurent Rings over $\sigma(*)$-rings
... Recall that a ring R is 2-primal if and only if N (R) = P(R) , i.e. if the prime radical is a completely semiprime ideal. An ideal I of a ring R is called completely semiprime if a 2 ∈ I implies a ∈ I for a ∈ R. We note ...
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On structure of certain periodic rings and near rings
... Remark 2.2. By a careful scrutiny of the result of Step 2, one concludes that the nilpotent elements of R annihilate R on both sides and hence are central. However, J-rings are commutative, so that Theorem 2.1 at ...
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On separable extensions of group rings and quaternion rings
... We shall show that RG has a unique separable idempotent if and only if G is abelian, that there are more than one separable idempotents for a separable quaternion ring RQ, and that RQ is[r] ...
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