论文标题
三重Shehu的应用转换为分数微分方程
Application Of Triple Shehu Transforms to Fractional Differential Equations
论文作者
论文摘要
抽象的。最近引入了Triple Shehu变换，这是对三重拉普拉斯变换和三重Sumudu变换的新概括。在本研究中获得了分数Caputo运算符的三重Shehu转换公式。随后将广义积分变换应用于求解包括Caputo衍生物在内的分数偏微分方程。
ABSTRACT. The triple Shehu transform, a new generalisation of the triple Laplace transforms and triple Sumudu transform, has recently been introduced. The triple Shehu transform formulas for fractional Caputo operators were obtained in this study. The generalised integral transform was subsequently applied to solve fractional partial differential equations including the Caputo derivative.
