Results 21 to 30 of about 3,104,614 (297)
Certain near‐rings are rings, II [PDF]
We investigate distributively‐generated near‐rings R which satisfy one of the following conditions: (i) for each x, y ∈ R, there exist positive integers m, n for which xy = ymxn; (ii) for each x, y ∈ R, there exists a positive integer n such that xy = (yx)n. Under appropriate additional hypotheses, we prove that R must be a commutative ring.
openaire +3 more sources
Near Ring Multiplications on a Modified Near Module Over a Near Ring
We introduce the notion of a modied near module M over a near ring N and explain a method of obtaining near ring multiplications via a special type of maps from M into N called semilinear maps.
A. V. Ramakrishna +2 more
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Congenital isolated idiopathic episcleral arteriovenous malformation
Purpose: To report the occurrence of an episcleral AVM and to discuss the gravity as well as management of dilated tortuous episcleral vasculature. Observation: A 16-year-old Asian male presented with redness in the left eye since birth and a history of ...
Aastha Gandhi +2 more
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Submitted to Comm ...
Boykett, Tim, Wendt, Gerhard
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The main concern of this book is the study of Smarandache analogue properties of near-rings and Smarandache near-rings; so it does not promise to cover all concepts or the proofs of all ...
Vasantha, Kandasamy
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On emergent conformal symmetry near the photon ring
In this note we revisit the emergent conformal symmetry in the near-ring region of warped spacetime. In particular, we propose a novel construction of the emergent near-ring sl(2, ℝ)QNM symmetry.
Bin Chen, Yehui Hou, Zezhou Hu
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Centralizer near-rings that are endomorphism rings [PDF]
For a finite ring R with identity and a finite unital R -module V the set C
Maxson, Carlton J., Smith, Kirby C.
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In this paper, we consider graded near-rings over a monoid G as generalizations of graded rings over groups, and study some of their basic properties.
Dumitru Mariana +2 more
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Let N be a right near-ring. Let Z(N) be the set of right zero-divisors of N.We dene total near-ring graph of N as a graph whose vertex set is the set of allelements of the near-ring N and any two distinct vertices n1; n2 2 N are adjacentif and only if n1
Moytri Sarmah
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KARAKTERISTIK DARI B1 NEAR-RING DAN S1 NEAR-RING [PDF]
Let be a non empty set with two binary operations additive and multiplicative is called near-ring if over additive operation is group (not necessarily abelian), over multiplicative operation is semigroup, and over both binary operation satisfies right(
AKBAR, MAULANA
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