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Preface of the 'Symposium on Implementation of the Different Type of the Numerical Methods for Caputo's, Riemann- Liouville and Grunwald- Letnikov sense Fractional- Order Differential Equations'

机译:“拟议会的实施专题讨论会的题目”,riemann- Liouville和Grunwald-Letnikov意义分数阶微分方程“

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The aim of this symposium is to give an opportunity for getting together with the collagues, graduate and undergraduate students who are working on this topics. During this meeting we will be dealth with not only the developments in the field of the approximate solution of linear and nonlinear fractional- order differential equations but also their applications in different fields will be as well. Recently, there has been a growing interest in the sense of different type of fractional- order differential equations. These types of differential equations arise from various physical and biological models which are widely applicable. Most of the time, it is very hard to obtain the analytical solution of this kind of differential equations so that the authors use the approximate methods in order to solve these type of problems.
机译:这项研讨会的目的是为正在致力于这一主题的杉木,毕业生和本科生,举办机会。在这次会议期间,我们将成为Dealth,不仅是线性和非线性分数级微分方程的大致解决方案领域的开发,而且它们在不同领域的应用也将是。最近,对不同类型的分数级微分方程感兴趣的兴趣日益增长。这些类型的微分方程来自各种物理和生物模型,这些模型是广泛适用的。大多数情况下,很难获得这种微分方程的分析解决方案,使作者使用近似方法来解决这些问题。

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