Triple Shehu transform and its properties with applications

Sameehah R. Alkaleeli; Ahmad A. H. Mtawal; Mbroka S. Hmad

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Triple Shehu transform and its properties with applications

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In the current paper, the concept of one-dimensional Shehu Transform have been generalized into three-dimensional Shehu Transform namely, Triple Shehu Transform (TRHT). Further, some main properties, several theorems and properties related to the TRHT have been established. Triple Shehu transform was used in solving fractional partial differential equations, with the fractional derivative described in Caputo sense. The proposed scheme finds the solution without any discretization, transformation or restrictive assumptions. Several examples are given to check the reliability and efficiency of the proposed technique.

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《African Journal of Mathematics and Computer Science Research》 |2021年第1期|4-12|共9页
作者
Sameehah R. Alkaleeli; Ahmad A. H. Mtawal; Mbroka S. Hmad;
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作者单位

Department of Mathematics, Faculty of Arts and Sciences, Al-Marj, Benghazi University;

Department of Mathematics, Faculty of Education, Al-Marj, Benghazi University;

Department of Mathematics, Faculty of Arts and Sciences, Al-Abiar, Benghazi University;

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正文语种英语
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Caputo fractional derivative; exponential order; Triple Shehu transforms; partial derivative; uniqueness;

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Triple Shehu transform and its properties with applications

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