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An Observation on The Double Laplace-ARA Transform and Integral- Partial Differential Equations |
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PP: 65-78 |
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doi:10.18576/sjm/120302
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Author(s) |
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Abdelilah Kamal H. Sedeeg,
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Abstract |
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| The major objective of this paper is to propose a novel double Laplace – ARA transform (DL-ARAT). This transform is employed to establish the convolution theorem, existence conditions, and other relevant theorems results, including derivative properties. Subsequently, the DL-ARAT is applied to solve a range of illustrative integro-differential equations. This approach was shown to be a powerful and efficient means to tack integro - differential equations.
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