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Discrete Inverse Sumudu Transform Application to Whittaker Equation and Zettl Equation
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Inverse Sumudu transform multiple shifting properties are used to design methodology for solving ordinary differential equations. Then algorithm applied to solve Whittaker and Zettl equations to get their new exact solutions and profiles which shown through Maple complex graphicals. Table of inverse Sumudu transforms for elementary functions given for supporting the differential equations solving using inverse Sumudu transform.
Title: Discrete Inverse Sumudu Transform Application to Whittaker Equation and Zettl Equation
Description:
Inverse Sumudu transform multiple shifting properties are used to design methodology for solving ordinary differential equations.
Then algorithm applied to solve Whittaker and Zettl equations to get their new exact solutions and profiles which shown through Maple complex graphicals.
Table of inverse Sumudu transforms for elementary functions given for supporting the differential equations solving using inverse Sumudu transform.
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