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Local fractional differential equations by the Exp-function method
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DOI：10.1108/HFF-05-2014-0144.png)
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摘要
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Purpose - The fractional complex transform is used to convert the fractional differential equation to its differential partner and the exp-function method is to solve the resultant equation. The exact solutions for the equation are successfully established. The paper aims to discuss these issues. Design/methodology/approach - Use the chain rule of the local fractional derivative and the exp-function method. Findings - Some new exact solutions for the fractional differential equation are successfully established, and the process of the solution is extremely simple and remarkably accessible. Originality/value - The fractional complex transform is used to convert the fractional differential equation to its differential partner and the exp-function method is to solve the resultant equation.
Keyword:
Exp-function method
Fractional complex transform
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