International Journal of Computational and Applied Mathematics & Computer Science
Print ISSN: , E-ISSN: 2769-2477
Volume 4, 2024
Solution of Three-Dimensional Mboctara Equation Via Gamar Transform
Author: Abdelilah Kamal. H. Sedeeg
Abstract: The objective of present paper is to introduce and apply a novel general triple integral transform named Gamar Transform. First, we outline the basic properties and then establish same important results such as the existence and triple convolution theorems as well as the derivatives properties. Furthermore, the current transform is applied to solve a wide range of partial differential equations including homogeneous and nonhomogeneous Mboctara partial differential equations. Figures are utilized to clarify and exemplify the solutions.
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Keywords: Laplace transform, Gamar transform, general triple convolution theorem, partial derivatives, Mboctara equation
Pages: 81-93
DOI: 10.37394/232028.2024.4.9
International Journal of Computational and Applied Mathematics & Computer Science, ISSN / E-ISSN: / 2769-2477, Volume 4, 2024, Art. #9