مواقع التدريسيينجامعة الكوفة
Ahmed Abedul khaleq Hussein Alkhalidi
Assistant Professor

Ahmed Abedul khaleq Hussein Alkhalidi

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About

2005 – 2009
BSc: degree of Mathematics / University of Kufa / College of mathematics and computer, for first attempt obtained grade points average of Very Good.
2009-2011
MSc: degree Mathematics / University of Kufa, for first attempt obtained grade points average of Good.
2016 – 2019
PHD degree in Mathematics in the field Applied Functional Analysis in University of Mazandaran, Iran.

Research Interests

3

Publications

8
2022

Derivation of some statistics for beta exponential distribution

AuthorsMujtaba Zuhair Ali, Ahmed A.H. Alkhalidi
JournalInternational Journal of Nonlinear Analysis and Applications
Abstract

We propose a beta exponential distribution that is formed from the logarithm of a random variable with a beta value, as well as a thorough investigation of the distribution’s mathematical characteristics. Because we dealt with the beta exponential distribution, we have a clear and understandable way to comprehend the equation and apply it to the actual problem. To do this, we gathered the questions that statisticians find interesting and studied the most significant properties and statistics related to the distribution. Future research will utilize this data to identify specific industrial flaws or inefficiencies as a function of survival. Included are system statistics, BE distributions for graphs, generation functions, moments, and Hazard functions.

2022

AN EXISTENCE OF THREE DIFFERENT NON-TRIVIAL SOLUTIONS FOR DISCRETE ANISOTROPIC EQUATIONS WITH TWO REAL PARAMETERS

AuthorsAhmed A.H. Alkhalidi,, Haia Muhsan B. Alrikabi, Mujtaba Zuhair Ali
JournalNonlinear Functional Analysis and Applications
Abstract

This study finds three different solutions (3-Sol's) for the fourth order nonlinear discrete anisotropic equations (DAE) with real parameter. We use the variational method(VM) and ϕp-Laplacian operator (ϕp-LO) to prove the main results. In the following paper, we take the parameters λ, μ such that λ>0 and μ≥0 into consideration.

2022

Some New Properties on Block Matrices Using MATLAB Code

AuthorsAhmed A.H. Alkhalidi* , | Mujtaba Zuhair Ali | Mohsen Naeem Yasser
JournalMathematical Modelling of Engineering Problems
Abstract

In this article, we study some new properties of the block matrices. Introduce the methods for finding the block matrices of any matrix. We prove some of these methods by using the matrix analysis methods. Some results of this paper are proved by using the permutations of matrices of the block matrices. In the last of this study, some examples are introduced to explain the results of this work and we give some MATLAB code in the appendix to explain the results of this article.

2022

Industrial Electronics And Drives Modeling

AuthorsAhmed AH Alkhalidi Heba Abdul-Jaleel Al-Asady, Ibrahim H. Al-Kharsan, Ahmed AH Alkhalidi Heba Abdul-Jaleel Al-Asady, Ibrahim H. Al-Kharsan
JournalLAP LAMBERT Academic Publishing
Abstract

Industrial Electronics And Drives Modeling

2022

Project management and Optimizations Problems

AuthorsAhmed A H Alkhalidi, Ahmed A H Alkhalidi
JournalLAP LAMBERT Academic Publishing
Abstract

LAP LAMBERT Academic Publishing

2021

An existence result for three solutions to a Dirichlet problem with real parameter

AuthorsHMB Alrikabi, , AAH Alkhalidi, AK Yousif
JournalJournal of Interdisciplinary Mathematics
Abstract

n this article, we establish the existence of solutions for partial differential equations (PDE) with boundary value conditions. For studying the existence result, suppose that some condition to find at least three nontrivial solutions for Dirichlet doubly eigenvalue boundary value problem by using Theorem of three-critical point

2021

Haiffa Muhsan B Alrikabi, Ayed E Hashoosh, Ahmed AH Alkhalidi

AuthorsHaiffa Muhsan B Alrikabi,i, Ayed E Hashoosh, Ahmed AH Alkhalidi
JournalJournal of Interdisciplinary Mathematics
Abstract

n 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

2019

Variational Approaches for Lagrangian Discrete Nonlinear Systems

AuthorsAhmed AH Alkhalidi,, Khademloo A Afrouzi, Somayeh
JournalMathematics
Abstract

n this paper, we study the multiple solutions for Lagrangian systems of discrete second-order boundary value systems involving the discrete p-Laplacian operator. The technical approaches are based on a local minimum theorem for differentiable functionals in a finite dimensional space and variational methods due to Bonanno. The existence of at least one solution, as well as three solutions for the given system are discussed and

Lectures

3

News & Announcements

1
News 2023-04-17

stability of non linear system

stability of non linear system

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