Results 151 to 160 of about 188 (168)
Bezout Domains and Rings with a Distributive Lattice of Right Ideals
It is the purpose of this paper to discuss a construction of right arithmetical (or right D-domains in [5]) domains, i.e., integral domains R for which the lattice of right ideals is distributive (see also [3]). Whereas the commutative rings in this class are precisely the Prüfer domains, not even right and left principal ideal domains are necessarily ...
H. H. Brungs
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Strongly minimal modules over right distributive rings
Algebra and Logic, 1996Summary: For the case of right distributive rings, a description of strongly minimal right modules is given. In particular, we show that all strongly minimal faithful right modules are \(\Sigma\)-injective in this case. For a right distributive left Ore domain, a detailed description of strongly minimal indecomposable right modules is presented.
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On the ideal structure of right distributive rings [PDF]
MIGUEL Ferrero, Gunter Torner
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On Bezout and distributive generalized power series rings
In this paper we give sufficient and necessary conditions on a strongly regular ring of coefficients R and a monoid of nonnegative exponents S such that the generalized power series ring R〚S〛 is right Bezout.
R Mazurek
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Rings with a distributive structure of right ideals
A A Tuganbaev
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Plane modules and distributive rings
Let A be a semi-primary ring entire over its center. We prove that the following conditions are equivalent: a) A is a ring distributive from the left (right), b) w. gl. dim (A) ≤ 1.
A A Tuganbaev, Tuganbaev A A
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Right radicals for right distributively generated near-rings
Quaestiones Mathematicae, 2006Click on the link to view the abstract.Keywords: Right R-groups of type-ν (ν = 0, 2), right radicals, right ν-modular, right quasi-regularQuaestiones Mathematicae 29(2006), 285 ...
Hartney, JFT, Rusznyak, DS
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Near-rings with left and right self distributive multiplication,
BENINI, Anna, PELLEGRINI, Silvia
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A new small size ring coupler based on fully distributed Composite Right/Left-Handed structures
CAS 2012 (International Semiconductor Conference), 2012A new topology of small size ring coupler is proposed. It consists of fully distributed balanced CRLH (Composite Right/Left-Handed) based phase shifters, designed for a frequency which is significantly greater than the coupler operating frequency. Firstly, the equivalent circuit of the ring coupler consisting of ideal transmission lines is designed for
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