SEE Transform in Difference Equations and Differential-Difference Equations Compared With Neutrosophic Difference Equations

Eman A. Mansour, Emad A. Kuffi
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引用次数: 0

Abstract

The Sadiq-Emad-Emann (SEE) transform, also known as operational calculus, has gained significant importance as a fundamental component of the mathematical knowledge necessary for physicists, engineers, mathematicians, and other scientific professionals. This is because the SEE transform offers accessible and efficient resources for resolving several applications and challenges encountered in diverse engineering and science domains. This study aims to introduce the fundamental principles of SEE transformation and establish the validity of two statements and associated attributes. The objective of this study is to use the aforementioned qualities in order to determine the solution of difference and differential-difference equations, with neutrosophic versions of difference and differential difference equations. In addition, we are able to get very effective and expeditious precise answers.
见差分方程中的变换及与中性粒细胞差分方程的比较
Sadiq-Emad-Emann (SEE)变换,也被称为运算演算,作为物理学家、工程师、数学家和其他科学专业人员所必需的数学知识的基本组成部分,已经获得了显著的重要性。这是因为SEE转换为解决不同工程和科学领域中遇到的一些应用和挑战提供了可访问和有效的资源。本研究旨在介绍SEE转换的基本原则,并建立两个陈述及其相关属性的效度。本研究的目的是利用上述性质,以确定差分和微分差分方程的解,与中性版本的差分和微分差分方程。此外,我们能够得到非常有效和迅速准确的答案。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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