Papers by ayed e. Hashoosh
Existence results for nonlocal problems of (p, q)-Kirchhoff form
Journal of Interdisciplinary Mathematics
Abstract In this article, we investigate of positive solutions for a Neumann elliptic system with... more Abstract In this article, we investigate of positive solutions for a Neumann elliptic system with variable exponents. Our intention found the not negative solutions for λ large enough. We use sub-super method to proof end result.
New Findings Related to GP- Metric Spaces
Solving nonlinear fractional PDEs by Elzaki homotopy perturbation method
AIP Conference Proceedings, Dec 31, 2022
Solutions on the Existence of a Novel Type of Hemivariational Inequality Systems
International Journal of Industrial Mathematics, Jul 1, 2017
This paper aims at establishing the existence and uniqueness of solutions for a nonstandard varia... more This paper aims at establishing the existence and uniqueness of solutions for a nonstandard variationalhemivariational inequality. The solutions of this inequality are discussed in a subset K of a reflexive Banach space X. Firstly, we prove the existence of solutions in the case of bounded closed and convex subsets. Secondly, we also prove the case when K is compact convex subsets. Finally, we enhance the main results by the application of some differential inclusions.
A new class of invexity function for vector variational problems involving H-spaces
Nucleation and Atmospheric Aerosols, 2023
Improvement of well-posedness for Hemiequilibrium problems
Journal | MESA, Feb 25, 2021
Existence results for some equilibrium problems involving Βh-monotone trifunction
Nucleation and Atmospheric Aerosols, 2023
Existence Theorems For α(u,v)-monotone of nonstandard Hemivariational Inequality
In this paper, we consider the existence result of a nonstandard hemivariational inequalities wit... more In this paper, we consider the existence result of a nonstandard hemivariational inequalities with -monotone mapping in reflexive and non reflexive Banachs space. Finally, we provide sufficient conditions for which that inequality has a solution in the case of unbounded sets, via the fixed point and KKM theorems.
New concepts of vector variational-like inequalities involving $\beta$-$\eta$-monotone operator
Journal | MESA, Feb 25, 2021
Existence Of Solutions for The Systems of Non-Linear Hemiequilibrim Broblem
Journal of Education for Pure Science- University of Thi-Qar, 2020
The Weibull Lindley: General family of probability distributions
Journal | MESA, Feb 25, 2021
International Journal of Nonlinear Analysis and Applications, 2022
The aim of this paper is to introduce some new modified types of arrow domination by adding some ... more The aim of this paper is to introduce some new modified types of arrow domination by adding some conditions on the arrow dominating set or on its complement set. Co-independent arrow domination, restrained arrow domination, connected arrow domination, and complementary tree arrow domination are the main types of domination introduced here. More properties and bounds are discussed and applied to some graphs.
alpha- monotonicity and Hemivariaational inequalities
International Journal of Nonlinear Analysis and Applications, 2021
The arrow domination is introduced in this paper with its inverse as a new type of domination. ... more The arrow domination is introduced in this paper with its inverse as a new type of domination. Let $G$ be a finite graph, undirected, simple and has no isolated vertex, a set $D$ of $V(G)$ is said an arrow dominating set if $|N(w)cap (V-D)|=i$ and $|N(w)cap D|geq j$ for every $w in D$ such that $i$ and $j$ are two non-equal positive integers. The arrow domination number $gamma_{ar}(G)$ is the minimum cardinality over all arrow dominating sets in $G$. Essential properties and bounds of arrow domination and its inverse when $i=1$ and $j=2$ are proved. Then, arrow domination number is discussed for several standard graphs and other graphs that formed by join and corona operations.
On well-posedness of generalized equilibrium problems involving \alpha-monotone bifunction
The aim of this paper is to establish some uniqueness and well-posedness results for a general in... more The aim of this paper is to establish some uniqueness and well-posedness results for a general inequality of equilibrium problems type involving \alpha-monotone bifunction, whose solution is sought in a subset K of a Banach space X. By introducing several concepts of well-posedness for generalized equilibrium problems considered, we establish some metric characterizations of well posedness. Moreover, we prove that the well-posedness of generalized equilibrium problems is equivalent to the existence and uniqueness of its solution.
International Journal of Nonlinear Analysis and Applications, 2021
In this paper, we study and discussion new kinds of Sesquilinear functional which is fuzzy soft S... more In this paper, we study and discussion new kinds of Sesquilinear functional which is fuzzy soft Sesquilinear functional and given some properties with characterization and also theories related on fuzzy soft Sesquilinear functional have been given. Additionally, we present the relationship between this kind and other kinds
International Journal of Nonlinear Analysis and Applications, 2021
In this paper, the concept of $etaxi$-monotonous operator is explored using KKM mapping. The exi... more In this paper, the concept of $etaxi$-monotonous operator is explored using KKM mapping. The existence results and uniqueness de ned on its bounded and unbounded domains are discussed. Our ndings improve and develop some well-known solutions in literature.
B a,B-Operator and Fitzpatrick Functions
Existence results for nonlocal problems of (p, q)-Kirchhoff form
In this article, we investigate of positive solutions for a Neumann elliptic system with variable... more In this article, we investigate of positive solutions for a Neumann elliptic system with variable exponents. Our intention found the not negative solutions for λ large enough. We use sub-super method to proof end result.
Uploads
Papers by ayed e. Hashoosh