The New Integral Transform: “NE Transform” and Its Applications

Ervenila Musta Xhaferraj
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引用次数: 1

Abstract

Abstract This work introduces a new integral transform for functions of exponential order called “NE integral transform”. We prove some properties of NE -transform. Also, some applications of the NE- transform to find the solution to ordinary linear equation are given. The relationships of the new transform with well-known transforms are characterized by integral identities. We study the properties of this transform. Then we compare it with few exiting integral transforms in the Laplace family such as Laplace, Sumudu, Elzaki, Aboodh and etc. As well, the NE integral transform is applied and used to find the solution of linear ordinary differential equations.
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新的积分变换:“NE变换”及其应用
本文介绍了指数阶函数的一种新的积分变换,称为NE积分变换。证明了NE -变换的一些性质。同时给出了NE-变换在求解一般线性方程中的一些应用。新变换与已知变换的关系用积分恒等式表示。我们研究这个变换的性质。然后将其与Laplace族中已有的几种积分变换如Laplace、Sumudu、Elzaki、Aboodh等进行了比较。同样,NE积分变换也被应用于求解线性常微分方程。
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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