Osama Moaaz

Osama Moaaz

Mansoura University

H-index: 23

Africa-Egypt

About Osama Moaaz

Osama Moaaz, With an exceptional h-index of 23 and a recent h-index of 22 (since 2020), a distinguished researcher at Mansoura University, specializes in the field of Differential and Difference Equations.

His recent articles reflect a diverse array of research interests and contributions to the field:

Asymptotic and Oscillatory Properties of Third-Order Differential Equations with Multiple Delays in the Noncanonical Case

Noncanonical Emden–Fowler neutral differential equations: New criteria for oscillation

More Effective Criteria for Testing the Oscillation of Solutions of Third-Order Differential Equations

Asymptotic and Oscillatory Analysis of Fourth-Order Nonlinear Differential Equations with p-Laplacian-like Operators and Neutral Delay Arguments

A phase delay thermoelastic model with higher derivatives and two temperatures for the hall current effect on a micropolar rotating material

Kneser-Type Oscillation Criteria for Half-Linear Delay Differential Equations of Third Order

Third-Order Neutral Differential Equation with a Middle Term and Several Delays: Asymptotic Behavior of Solutions

Lateral vibration of an axially moving thermoelastic nanobeam subjected to an external transverse excitation

Osama Moaaz Information

University

Position

Lecturer Mathematics Department Faculty of science Egypt

Citations(all)

1698

Citations(since 2020)

1609

Cited By

748

hIndex(all)

23

hIndex(since 2020)

22

i10Index(all)

49

i10Index(since 2020)

45

Email

University Profile Page

Mansoura University

Google Scholar

View Google Scholar Profile

Osama Moaaz Skills & Research Interests

Differential and Difference Equations

Top articles of Osama Moaaz

Title

Journal

Author(s)

Publication Date

Asymptotic and Oscillatory Properties of Third-Order Differential Equations with Multiple Delays in the Noncanonical Case

Mathematics

Hail S Alrashdi

Osama Moaaz

Khaled Alqawasmi

Mohammad Kanan

Mohammed Zakarya

...

2024/4/16

Noncanonical Emden–Fowler neutral differential equations: New criteria for oscillation

Mathematical Methods in the Applied Sciences

AE Abouelregal

O Moaaz

A Muhib

M Abouhawwash

KM Khalil

...

2024/3/15

More Effective Criteria for Testing the Oscillation of Solutions of Third-Order Differential Equations

Axioms

Najiyah Omar

Stefano Serra-Capizzano

Belgees Qaraad

Faizah Alharbi

Osama Moaaz

...

2024/2/22

Asymptotic and Oscillatory Analysis of Fourth-Order Nonlinear Differential Equations with p-Laplacian-like Operators and Neutral Delay Arguments

Mathematics

Mansour Alatwi

Osama Moaaz

Wedad Albalawi

Fahd Masood

Hamdy El-Metwally

2024/2/1

A phase delay thermoelastic model with higher derivatives and two temperatures for the hall current effect on a micropolar rotating material

Journal of Vibration Engineering & Technologies

Ahmed E Abouelregal

Osama Moaaz

Khalil M Khalil

Mohamed Abouhawwash

Mohamed E Nasr

2024/2

Kneser-Type Oscillation Criteria for Half-Linear Delay Differential Equations of Third Order

Symmetry

Fahd Masood

Clemente Cesarano

Osama Moaaz

Sameh S Askar

Ahmad M Alshamrani

...

2023/10/29

Third-Order Neutral Differential Equation with a Middle Term and Several Delays: Asymptotic Behavior of Solutions

Axioms

Barakah Almarri

Osama Moaaz

Mona Anis

Belgees Qaraad

2023/2/7

Lateral vibration of an axially moving thermoelastic nanobeam subjected to an external transverse excitation

AIMS Math

Osama Moaaz

Ahmed E Abouelregal

Fahad Alsharari

2023/1/1

New Conditions for Testing the Asymptotic Behavior of Solutions of Odd-Order Neutral Differential Equations with Multiple Delays

Axioms

Fahd Masood

Osama Moaaz

Sameh S Askar

Ahmad Alshamrani

2023/7/2

An improved relationship between the solution and its corresponding function in fourth-order neutral differential equations and its applications

Mathematics

Osama Moaaz

Clemente Cesarano

Barakah Almarri

2023/4/3

More Effective Conditions for Testing the Oscillatory Behavior of Solutions to a Class of Fourth-Order Functional Differential Equations

Axioms

Hail S Alrashdi

Osama Moaaz

Sameh S Askar

Ahmad M Alshamrani

Elmetwally M Elabbasy

2023/10/25

Second-order dynamic equations with noncanonical operator: oscillatory behavior

Fractal and Fractional

Ahmed Mohamed Hassan

Higinio Ramos

Osama Moaaz

2023/1/31

A study of the monotonic properties of solutions of neutral differential equations and their applications

Axioms

Osama Moaaz

Abtehal E Alhgilan

2023/3/31

The dynamics of a general model of the nonlinear difference equation and its applications

Axioms

Osama Moaaz

Aseel A Altuwaijri

2023/6/16

New Monotonic Properties for Solutions of a Class of Functional Differential Equations and Their Applications

Symmetry

Fahd Masood

Osama Moaaz

Ghada AlNemer

Hamdy El-Metwally

2023/10/23

High-Order Nonlinear Functional Differential Equations: New Monotonic Properties and Their Applications

Fractal and Fractional

Hail S Alrashdi

Osama Moaaz

Ghada AlNemer

Elmetwally M Elabbasy

2023/3/20

Oscillation of higher-order canonical delay differential equations: comparison theorems

Physica Scripta

Hend Salah

Osama Moaaz

Clemente Cesarano

Elmetwally M Elabbasy

2023/1/17

Iterative Criteria for Oscillation of Third-Order Delay Differential Equations with p-Laplacian Operator

Mathematica Slovaca

Osama Moaaz

Ali Muhib

Hijaz Ahmad

Waad Muhsin

2023/6/1

Impact of Covid-19 third wave Omicron in India

Appl. Math

Manmohan Singh

Garima Agarwal

KS Nisar

Osama Moaaz

Hegagi M Ali

2023

Fourth-Order Neutral Differential Equation: A Modified Approach to Optimizing Monotonic Properties

Mathematics

Amany Nabih

Osama Moaaz

Sameh S Askar

Ahmad M Alshamrani

Elmetwally M Elabbasy

2023/10/21

See List of Professors in Osama Moaaz University(Mansoura University)

Co-Authors

H-index: 32
Elmetwally Elabbasy

Elmetwally Elabbasy

Mansoura University

H-index: 32
Ioannis Dassios

Ioannis Dassios

University College Dublin

H-index: 20
Dr. Taher S. Hassan

Dr. Taher S. Hassan

Mansoura University

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