Titlebook: Nearrings, Nearfields and K-Loops; Proceedings of the C Gerhard Saad,Momme Johs Thomsen Conference proceedings 1997 Kluwer Academic Publish

incompatible

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文件夾

沒花的是打擾

Special Radicals of Ω-Groupsevich varieties. Characterizations of the radical and semisimple classes are obtained, similar to those obtained for rings by Gardner and Wiegandt, and Rjabuhin and Wiegandt, respectively. These give new results in the varieties of 0-symmetric near-rings, rings with involution and T-rings, inter alia.

畸形

Seminearrings of Polynomials Over Semifields: A Note on Blackett’s Fredericton Papererating functions. It turns out that his main result can be extended to show that all polynomials over a commutative semifield with zero (for instance the non-negative rationals) can be decomposed via composition and multiplication to affine polynomials, in fact to a special class of affine polynomials.

畏縮

Superprime Near-Rings the commutative to the non-commutative case, namely completely prime, is too strong since for example, maximal ideals in a ring with identity need not be completely prime; no matrix ring can be completely prime; the completely prime radical does not coincide with the nil radical on rings with dcc on left ideals.

CON

978-94-010-7163-5Kluwer Academic Publishers 1997

Connotation

Mathematics and Its Applicationshttp://image.papertrans.cn/n/image/662331.jpg

Dealing

https://doi.org/10.1007/978-94-009-1481-0Abelian group; Algebra; Algebraic structure; Cohomology; Group theory; Volume; homomorphism; combinatorics

enhance

A Note on Simple Composition RingsIn the present note we characterize finite, simple, zero-symmetric composition rings (., +, ·, °) with an identity with respect to o and . ≠ {0}.

Cloudburst

The Cardinalities of the Endomorphism Near-Rings ,), AND , for All Groups , with |, 31In this note we present a table showing the cardinalities of the near-rings ., and . for all groups of order less than 32.