In this work we introduce and prove the different properties and theorems of the fractional tripl... more In this work we introduce and prove the different properties and theorems of the fractional triple Aboodh transform like the linearity property, the first and the second shifting properties, the convolution theorem, the periodic function property and the operational formula. We also give an application of this new concept to solve a factional partial differential equation in three dimensions satisfying given initial and boundary value conditions.
International journal of physics and mathematics , Aug 1, 2024
In this paper, we introduced a new Laplace-type integral transform called RAHMOH transform which ... more In this paper, we introduced a new Laplace-type integral transform called RAHMOH transform which is generalized of Laplace and Sumudu transforms for solving ordinary and partial differential equations. We presented its existence, inverse transform and some essential properties with some theorems and applications.
In this work we introduce and prove the different properties and theorems of the fractional tripl... more In this work we introduce and prove the different properties and theorems of the fractional triple Aboodh transform like the linearity property, the first and the second shifting properties, the convolution theorem, the periodic function property and the operational formula. We also give an application of this new concept to solve a factional partial differential equation in three dimensions satisfying given initial and boundary value conditions.
International journal of physics and mathematics , Aug 1, 2024
In this paper, we introduced a new Laplace-type integral transform called RAHMOH transform which ... more In this paper, we introduced a new Laplace-type integral transform called RAHMOH transform which is generalized of Laplace and Sumudu transforms for solving ordinary and partial differential equations. We presented its existence, inverse transform and some essential properties with some theorems and applications.
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Papers by Mohamed Hamad