Titlebook: Near-Rings and Near-Fields; Proceedings of the C Yuen Fong,Carl Maxson,Leon Wyk Conference proceedings 2001 Springer Science+Business Media

地壳

orthopedist

错

On Modules of Homogeneous Mappings and let . be the ring of all R-endomorphisms of .. Of course .(.) is contained in .(.) and, as many examples show, ([2], [.], [4], [5]), in general .(.) is larger then .(.)..In this paper we try “to measure a distance” between .(.) and .(.) under some additional assumptions on . and G.

整理

glomeruli

When is a centralizer near-ring isomorphic to a matrix near-ring? Part 2ubnear-ring of the centralizer near-ring ..(..). We find conditions such that .(..(.);.) is a proper subset of ..(..). Assuming both . and . are abelian we find conditions under which .(..(.);.) equals ..(..).

Employee

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Insubordinate

https://doi.org/10.1007/978-94-010-0954-6Abelian group; Algebraic structure; Group theory; algebra; combinatorics; computer; geometry; ring theory

Nomadic

后退

Some Results on Derivations in NearringsLet . denote a 3-prime near-ring. We prove that if 2. ≠ {0} and .. and .. are nonzero derivations on ., then .... cannot act as a derivation on a nonzero additively-closed semigroup ideal. We then establish some results involving conditions of form .(.).(.) = 0, where . is a derivation on . and . is an endomorphism of ..

菊花

A Note on Pseudo-Distributivity in Group Near-RingsIt is shown that the group near-ring constructed from a pseudo-distributive near-ring and an arbitrary group is a ring.