Results 251 to 260 of about 14,293,729 (308)
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On reduced rings with prime factors simple
Journal of Algebra and its Applications, 2021We obtain a common generalization of the results by Wong and Birkenmeier-Kim-Park, respectively, which say that a reduced ring with unity is strongly (respectively, weakly) regular if and only if all of its prime homomorphic images are division rings ...
P. Lee, E. Puczyłowski
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Contraceptive vaginal ring reduces lamotrigine levels
Epilepsy & Behavior, 2020The objective of the study was to describe the effect of the vaginal ring and transdermal patch on lamotrigine serum levels in women with epilepsy.Previous studies demonstrate that oral hormonal contraceptives containing synthetic estrogen increase lamotrigine clearance through induction of glucuronidation.
Alexa, King +4 more
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Structural results on harmonic rings and lessened rings
Beiträge zur Algebra und Geometrie / Contributions to Algebra and Geometry, 2020In this paper, a combination of algebraic and topological methods are applied to obtain new and structural results on harmonic rings. Especially, it is shown that if a Gelfand ring A modulo its Jacobson radical is a zero dimensional ring, then A is a ...
A. Tarizadeh, M. Aghajani
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2013
Let R be a ring with identity and J(R) denote the Jacobson radical ofR. In this paper, we introduce a new class of rings called feckly reducedrings. The ring R is called feckly reduced if R/J(R) is a reduced ring.We investigate relations between feckly reduced rings and other classesof rings.
UNGOR, Burcu +3 more
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Let R be a ring with identity and J(R) denote the Jacobson radical ofR. In this paper, we introduce a new class of rings called feckly reducedrings. The ring R is called feckly reduced if R/J(R) is a reduced ring.We investigate relations between feckly reduced rings and other classesof rings.
UNGOR, Burcu +3 more
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1987
Abstract In this paper we introduce a partial order relation in a reduced near-ring and show that the set of all idempotents of a reduced near-ring with identity forms a Boolean algebra under this partial ordering. Further we introduce the notions hyper atom and orthogonal subsets in a reduced near-ring with identity and show that a reduced near-ring
D. Ramakotaiah, V. Sambasivarao
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Abstract In this paper we introduce a partial order relation in a reduced near-ring and show that the set of all idempotents of a reduced near-ring with identity forms a Boolean algebra under this partial ordering. Further we introduce the notions hyper atom and orthogonal subsets in a reduced near-ring with identity and show that a reduced near-ring
D. Ramakotaiah, V. Sambasivarao
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Near-rings that reduce to rings
Bulletin of the Australian Mathematical Society, 1977It is shown that a near-ring is a ring if it is generated by a group of automorphisms of its additive group that contains all inner automorphisms.
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A bandwidth reducing token ring
Computer Networks and ISDN Systems, 1991Abstract Bandwidth restrictions limit the use of twisted pair wires that are so convenient for building networks. A new design for token rings using twisted pair wires is presented. Bandwidth compression is achieved through the use of an adapter that generates a duobinary signal and is transparent to the users.
P. Chung, A.K. Elhakeem
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NPP RINGS, REDUCED RINGS AND SNF RINGS
2008A ring R is called left NP P if for any nilpotent element a of R, l(a) = Re, e2 = e ∈ R. A right R−module M is called N f lat if for each a ∈ N(R), the Z−module map 1M ⊗ i : M ⊗R Ra −→ M ⊗R R is monic, where i : Ra ,→ R is the inclusion map. A ring R is called right SNF if every simple right R−module is N f lat. In this paper, we first show that a ring
WEİ, Junchao, CHEN, Jianhua
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Modules with reduced endomorphism rings
Journal of Algebra and Its ApplicationsIn this paper, we study endo-reduced modules as modules whose endomorphism rings have no nonzero nilpotent elements. We characterize their properties for different classes of modules, including [Formula: see text]-non-singular modules, multiplication modules and finitely generated modules over commutative Dedekind domains.
Philly Ivan Kimuli, David Ssevviiri
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Reduced morphisms and Nagata rings
Archiv der Mathematik, 1993The paper is mainly devoted to a generalization of a criterion for Nagata rings given previously by \textit{K. Langmann} [Arch. Math. 55, No. 2, 139- 142 (1990; Zbl 0675.13007)]. The present generalization includes, among others, the case of arbitrary characteristic which was not covered by the paper cited above.
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