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Title
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Towards new general double integral transform and its applications to differential equations
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Type
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JournalPaper
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Keywords
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double convolution theorem, double transform, Klein–Gordon equations, partial derivative, partial differential equations
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Abstract
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In this paper, a new general double integral transform is introduced.We present its essential properties and proved some useful results such as the double convolution theorem and derivative properties. Furthermore, we apply the proposed double general integral transform to solve some partial differential equations such as telegraph and Klein–Gordon equations.
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Researchers
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Xiao-Jun Yang (Third Researcher), Hossein Jafari (Second Researcher), Meryem Meddahi (First Researcher)
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