Exact Solution to The Time-Fractional Klein-Gordon Equation of Distributed Order Via the Fox H-Function

机译：通过Fox H函数精确解时间分数阶Klein-Gordon方程

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In this article, the time-fractional Klein-Gordon equation of distributed order are introduced and some aspects of this equation is expressed. Also, using the appropriate joint integral transform fundamental solution of this equation is obtained through the Fox H-function. The Mellin transform is an appropriate approach to change the fundamental solution in to the Fox H-function.

机译：本文介绍了分布阶数的时间分数阶Klein-Gordon方程，并表达了该方程的某些方面。此外，通过Fox H函数，使用适当的联合积分变换可以得出该方程的基本解。梅林变换是一种适当的方法，可以更改Fox H函数的基本解。

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来源
《Proceedings of the Fifth symposium on fractional differentiation and its applications》|2012年|1-5|共5页
会议地点 Nanjing(CN)
作者
Mohammad Moradi; Alireza Ansari;
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作者单位

Department of Physics, Faculty of Sciences, Shahrekord University,P.O. Box 115, Shahrekord, Iran;

Faculty of Mathematical Sciences, Shahrekord University, P.O. Box 115, Shahrekord, Iran;

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会议组织
原文格式 PDF
正文语种 eng
中图分类数学;
关键词
Integral Transform; Time-Fractional Klein-Gordon Equation; Fox H-Function.;

机译：积分变换;时间分数阶Klein-Gordon方程; Fox H函数;

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Exact Solution to The Time-Fractional Klein-Gordon Equation of Distributed Order Via the Fox H-Function

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