Left fixed maps and a-derivations of a KU-algebra
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2014, Vol 9, Issue 7
Abstract
In This paper, we introduce the concept of a left fixed map in a KU-algebra and we discuss some related properties of this concept. Moreover, we study the notion of leftright (resp., right-left) -derivation in a KU-algebra and establish some results on - derivation in a KU-algebra.
Authors and Affiliations
Fatema F Kareem, Samy M Mostafa
Keywords
Related Articles
- EP ID EP651430
- DOI 10.24297/jam.v9i7.2303
- Views 189
- Downloads 0
The Primitive and Imprimitive Soluble Subgroups of GL(4,Pk)
In this paper we will determined all of the primitive and imprimitive Soluble Subgroups of GL(4,pk). It turns out that the number of types of the irreducible Soluble Subgroups in GL(4,pk)are 10 types and are Mi,i=1,…,10....
Congruences on *-Simple Type A I-Semigroups
This paper obtains a characterisation of the congruences on *-simple type A I-semigroups. The *-locally idempotent-separating congruences, strictly *-locally idempotent-separating congruences and minimum cancellative mon...
New Analytical and Empirical Expressions for the Percentage of the Star's Flux Through TransparentAtmosphere Between Two Wave Lengths
In this paper, new analytical and empirical expressions for the percentage of the star's flux through transparent atmosphere between two wave lengths are developed. For the analytical developments, literal expressi...
ON FOURIER TRANSFORMS AND ITS EXTENSION TO A SPACE OF GENERALIZED FUNCTIONS
Pseudoquotients generalize the field of quotients of integral domains. Many integral transforms are widely extended to Boehmians but a few to pseudoqoutients. In this paper we display an idea of research. We conside...
Dual strongly Rickart modules
In this paper we introduce and study the concept of dual strongly Rickart modules as a stronger than of dual Rickart modules [8] and a dual concept of strongly Rickart modules. A module M is said to be dual strongly Rick...