Skip to main content

Applications of New Double Integral Transform (Laplace - Sumudu Transform) in Mathematical Physics

Author name : Shams Eldeen Ahmed Abdelmajed Mohammed
Publication Date : 2021-03-01
Journal Name : Abstract and Applied Analysis

Abstract

The primary purpose of this research is to demonstrate an efficient replacement of double transform called the double Laplace–Sumudu transform (DLST) and prove some related theorems of the new double transform. Also, we will discuss the fundamental properties of the double Laplace–Sumudu transform of some basic functions. Then, by utilizing those outcomes, we will apply it to the partial differential equations to show its simplicity, efficiency, and high accuracy.

Keywords

Double Laplace– Sumudu transform; Single Laplace transform; Single Sumudu transform; Partial differential equations.

Publication Link

https://doi.org/10.1155/2021/6625247

Block_researches_list_suggestions

Suggestions to read

Generalized first approximation Matsumoto metric
AMR SOLIMAN MAHMOUD HASSAN
HIDS-IoMT: A Deep Learning-Based Intelligent Intrusion Detection System for the Internet of Medical Things
Ahlem . Harchy Ep Berguiga
Structure–Performance Relationship of Novel Azo-Salicylaldehyde Disperse Dyes: Dyeing Optimization and Theoretical Insights
EBTSAM KHALEFAH H ALENEZY
Flufenamic acid-based sulfonohydrazide and acetamide derivatives NSAI as inhibitors of multi-targets COX-1/COX-2/5-LOX: design, synthesis, in silico ADMET and binding mode studies
Arafa Kassem A Musa
Contact