Further properties of the Sumudu transform and its applications

By M. A. Asiru. 2002

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Application of He's Homotopy Perturbation Method to Sumudu Transform (2007, methodology): “Arsiru [23,24] applied to integro-differential equations, Watugala [25,26] extended the transform to two variables with emphasis on solution to partial differential equations and applications to engineering control problem, and its fundamentals properties were established by Belgacem et al.”
The Analytical Solution of Some Fractional Ordinary Differential Equations by the Sumudu Transform Method (2013, methodology): “The applications followed in three consecutive papers by Asiru dealing with the convolution-type integral equations and the discrete dynamic systems [8, 9].”
Homotopy Perturbation Method for Fractional Black-Scholes European Option Pricing Equations Using Sumudu Transform (2013, background): “Some fundamental further established properties of Sumudu transform can be found in [31].”
AN APPLICATION OF THE DOUBLE SUMUDU TRANSFORM (2007, methodology): “An ingenious solution to visualizing the Sumudu transform was proposed originally by Watugala [6], and subsequently exploited by Weerakoon [8,9] and Asiru [1, 2 ].”