Generalized (; )-derivations and Left Ideals in Prime and Semiprime Rings
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2017, Vol 13, Issue 2
Abstract
Let R be an associative ring, ; be the automorphisms of R, be a nonzero left ideal of R, F : R ! R be a generalized (; )-derivation and d : R ! Rbe an (; )-derivation. In the present paper we discuss the following situations: (i) F(xoy) = a(xy yx), (ii) F([x; y]) = a(xy yx), (iii) d(x)od(y) = a(xy yx) forall x; y 2 and a 2 f0; 1;ô€€€1g. Also some related results have been obtained.
Authors and Affiliations
Asma Ali, Hamidur Rahaman
Inverse Scattering with Non-Over-Determined Data
The results of the author’s theory of the inverse scattering with non-over-determined data are described.
Convergence Theorems of Iterative Schemes For Nonexpansive Mappings
In this paper, we give a type of iterative scheme for sequence of nonexpansive mappings and we study the strongly convergence of these schemes in real Hilbert space to common fixed point which is also a solution of a var...
Comparative Linear Classification Splicing
The conventional Fisher linear classification analysis has been investigated by numerous researchers and this has led to different modification or splicing due to non- robustness when the assumptions are violated and als...
Bifurcation in Singularity Parameterized ODEs
In this paper we will study differential algebraic equations (DAEs) through studying singularly perturbed ODEs. That's the ODEs will be transformed to an DAEs when the perturbed parameter approach to 0. This will permit...
Chaotic behavior of a discrete dynamical systems with complex parameter
In this paper, we present the equivalent system of complex logistic equation. We study some dynamic properties such as xed points and their asymptotic stability, Lyapunov ex-ponents, chaos and bifurcation. Numerical resu...