Ahmad El-Ajou - Publications, H-index & Citations

Ahmad El-Ajou

al-balqa applied university

30H指数

62论文数

2.8K被引数

收录论文 15

发表时间

Constructing series approximate solutions of ordinary dif-ferential equations using the limit residual function method 利用极限残差函数法构造常微分方程的级数近似解

Journal of Mathematics and Computer Science-JMCS

IF1.2

2026-01-01

PREAI

Abu Kharrob, Malek; Burqan, Aliaa; El-Ajou, Ahmad

Corrigendum to “A professional semi-analytical method to construct a series solution to singular and nonsingular differential equations” [Alex. Eng. J. 115 (2025) 277–285]勘误：关于“构建奇异和非奇异微分方程级数解的一种专业半解析方法” [Alex. Eng. J. 115 (2025) 277–285]

Alexandria Engineering Journal

IF6.8

2025-11-27

OAAI

Aliaa Burqan; Ahmad El-Ajou

A professional semi-analytical method to construct series solution to singular and nonsingular differential equations

ALEXANDRIA ENGINEERING JOURNAL

IF6.8

2025-03-01

OAAI

Burqan, Aliaa; El-Ajou, Ahmad

A NEW ALGORITHM FOR GENERATING POWER SERIES SOLUTIONS FOR A BROAD CLASS OF FRACTIONAL PDES: APPLICATIONS TO INTERESTING PROBLEMS 一种用于生成广泛的分数阶pde的幂级数解的新算法: 在有趣问题中的应用

FRACTALS-COMPLEX GEOMETRY PATTERNS AND SCALING IN NATURE AND SOCIETY

IF2.9

2024-09-09

PREAI

El-ajou, Ahmad; Burqan, Aliaa

A MODERN TRAVELING WAVE SOLUTION FOR CAPUTO-FRACTIONAL KLEIN-GORDON EQUATIONS CAPUTO-分数阶klein-gordon方程的现代行波解

FRACTALS-COMPLEX GEOMETRY PATTERNS AND SCALING IN NATURE AND SOCIETY

IF2.9

2024-05-29

PREAI

El-Ajou, Ahmad; Saadeh, Rania; Burqan, Aliaa; Abdel-Aty, Mahmoud

Laplace-Residual Power Series Method for Solving Time-Fractional Reaction-Diffusion Model 求解时间分数阶反应扩散模型的Laplace-剩余幂级数法

FRACTAL AND FRACTIONAL

IF3.3

2023-04-02

OAAI

Oqielat, Moa'ath N.; Eriqat, Tareq; Ogilat, Osama; El-Ajou, Ahmad; Alhazmi, Sharifah E.; Al-Omari, Shrideh

Reliable solutions to fractional Lane-Emden equations via Laplace transform and residual error function

ALEXANDRIA ENGINEERING JOURNAL

IF6.8

2022-12-01

OAAI

Saadeh, Rania; Burqan, Aliaa; El-Ajou, Ahmad

A new efficient technique using Laplace transforms and smooth expansions to construct a series solution to the time-fractional Navier-Stokes equations 一种新的有效技术，使用拉普拉斯变换和平滑展开来构造时间分数navier-stokes方程的级数解

ALEXANDRIA ENGINEERING JOURNAL

IF6.8

2022-02-01

OAAI

Burqan, Aliaa; El-Ajou, Ahmad; Saadeh, Rania; Al-Smadi, Mohammed

Smooth expansion to solve high-order linear conformable fractional PDEs via residual power series method: Applications to physical and engineering equations 通过残差幂级数方法求解高阶线性一致分数阶pde的平滑扩展: 在物理和工程方程中的应用

AIN SHAMS ENGINEERING JOURNAL

IF5.9

2020-12-01

OAAI

El-Ajou, Ahmad; Al-Smadi, Mohammed; Oqielat, Moa'ath N.; Momani, Shaher; Hadid, Samir

A modification to the conformable fractional calculus with some applications

ALEXANDRIA ENGINEERING JOURNAL

IF6.8

2020-08-01

OAAI

El-Ajou, Ahmad

Series solutions for nonlinear time-fractional Schrodinger equations: Comparisons between conformable and Caputo derivatives

ALEXANDRIA ENGINEERING JOURNAL

IF6.8

2020-08-01

OAAI

Oqielat, Moa'ath N.; El-Ajou, Ahmad; Al-Zhour, Zeyad; Alkhasawneh, Raed; Alrabaiah, Hussam

Approximate analytical solution of the nonlinear fractional KdV-Burgers equation: Anew iterative algorithm 非线性分数阶kdv-burgers方程的近似解析解: 一种新的迭代算法

JOURNAL OF COMPUTATIONAL PHYSICS

IF3.8

2015-07-01

231

PREAI

El-Ajou, Ahmad; Abu Arqub, Omar; Momani, Shaher

Constructing and predicting solitary pattern solutions for nonlinear time-fractional dispersive partial differential equations 非线性时间分数阶色散偏微分方程孤立性模式解的构造与预测

JOURNAL OF COMPUTATIONAL PHYSICS

IF3.8

2015-07-01

126

PREAI

Abu Arqub, Omar; El-Ajou, Ahmad; Momani, Shaher

A general form of the generalized Taylor's formula with some applications 广义泰勒公式的一般形式及其应用

APPLIED MATHEMATICS AND COMPUTATION

IF3.4

2015-04-01

PREAI

El-Ajou, Ahmad; Abu Arqub, Omar; Al-Smadi, Mohammed

A novel expansion iterative method for solving linear partial differential equations of fractional order 求解分数阶线性偏微分方程的一种新的扩展迭代方法

APPLIED MATHEMATICS AND COMPUTATION

IF3.4

2015-04-01

117

PREAI

El-Ajou, Ahmad; Abu Arqub, Omar; Momani, Shaher; Baleanu, Dumitru; Alsaedi, Ahmed

研究方向