Analyzing Numerical Methods for Solving Telegraph Partial Differential Equations: A Comprehensive Literature Review on Difference Scheme Approaches

AK Amir - Available at SSRN 4641627, 2023 - papers.ssrn.com
This manuscript presents a comprehensive literature review focusing on the analysis of
numerical methods employed in solving Telegraph Partial Differential Equations (TPDEs) …

A Novel Inspection of a Time-Delayed Rolling of a Rigid Rod

K Alluhydan, G Moatimid, T Amer, A Galal - European Journal of Pure …, 2024 - ejpam.com
The work examines the stability configuration of a rolling rigid rod in the presence of a time-
delayed (TD) in a square position as well as velocity. Examining time-delayed rolling rigid …

Determine the Fractional Order T. Regge Problem by Applying Rishi Transformation Method

KHF Jwamer, HD Hilmi… - Passer Journal of Basic …, 2024 - passer.garmian.edu.krd
This study are interested on solving T. Regge problem for fractional order by new
transformation Rishi transform, where examining the Rishi's transformation technique to the …

Applying Kamal Transformation Method to Solve Fractional Order T. Regge Problem

H Hilmi - Basrah Journal of Sciences, 2024 - basjsci.edu.iq
The aim of this work is to solve the fractional order T. Regge problem by applying a unique
transformation technique called the Kamal transform. It focuses mostly on the application of …

Rishi Transform to Solve Population Growth and Decay Problems

H Hilmi, HH Rahman, S Jalil - Basrah Journal of Sciences, 2024 - basjsci.edu.iq
This study aims to explore the application of the Rishi transform to population growth and
decay problems, which are pivotal in various fields such as finance, physical science …

Existence and uniqueness of Solution for Boundary Value Problem of Fractional Order

H Hilmi, RF Mahmood, SS Hama - Tikrit Journal of Pure Science, 2024 - tjps.tu.edu.iq
In this study, we investigate a class of fractional ordering and fractional derivative-based
boundary value problems. and. There are four boundary value requirements in this …