Deformable Exponential Functions. Case Study on Propagation Phenomena

机译：可变形的指数函数。传播现象的个案研究

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Deformable exponentials are used in different domains, for instance in statistics or thermodynamics. Since they are a useful mathematical tool, this paper deals with the presentation of deformable exponential functions with increasing or decreasing evolutions with respect to the deformation coefficient. Deformable exponential functions with one or two variables are presented, with applications in modeling propagation phenomena. Some examples are provided to emphasize the deformation among the propagation process, data tables and figures, obtained by means of numerical simulations.

机译：可变形指数用于不同领域，例如统计或热力学。由于它们是有用的数学工具，因此本文介绍了可变形指数函数的呈现方式，该函数具有相对于变形系数增大或减小的演变。提出了具有一个或两个变量的可变形指数函数，并将其应用于对传播现象进行建模。提供了一些示例，以强调通过数值模拟获得的传播过程，数据表和图形之间的变形。

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《IEEE International Conference on Automation, Quality and Testing, Robotics》|2020年|1-6|共6页
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Iulia Clitan; Tiberiu Colosi; Mihaela Ligia Unguresan; Adrian Codoban; Marius Rares Abrudan;
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deformable exponential functions; increasing evolution; decreasing evolution; propagation phenomena; numerical simulations;

机译：可变形指数函数;增加演化;减少演化;传播现象;数值模拟;

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Deformable Exponential Functions. Case Study on Propagation Phenomena

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