Department of Mathematics College of Education for Pure Sciences University of Babylon , Babylon, Iraq
Iftichar Mudhar Al-Shara`a, Hassanein Q. Al-Salami
In this paper: This work aims to study the complex dynamics of rational maps, which, according to the Sullivan component, include sets of forward cyclic iterations, which include both equivalent and doubly connected...
Murtadha Mohammed Mansoor, Iftichar Mudhar Al-Shara`a
In this paper: This paper introduces a lot of shadowing properties that have to do with the uniform convergence of a sequence {Hm : m ∈ N} of continuous self-maps over the metric space (M,ϱ). The paper gives a proof...
Dunia M. K. AL-Ftlawy AL-Ftlawy, Iftichar Mudhar Al-Shara`a
In this paper: We explain around C1-stable fitting shadowing property of a diffeomorphism f of C∞ (closed manifold M) denote by SFSP of invariant closed set B in M; we want to prove the main Theorem that f_(|B) sa...
Russl Abd Al-Khaliq Abd Al-Rahim, Iftichar Mudhar Al-Shara`a
In this paper: In this study, we assume that there is that converges uniformly of a series (ℓn) that stimulates general non-autonomous discrete dynamical systems, then the transitivity and sensitivity can follow fro...
Iftichar Mudhar Al-Shara`a, Hassanein Q. Al-Salami
In this paper: This research aims to study complex dynamics, and one of the best examples of this concept is the Julia set, for this we will present new concepts specific to the Julia set of the rational map J(Gμ)....
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