Mathematical Modeling and Numerical Analysis for Applied Sciences

Dear Colleagues,

Mathematical modeling is a powerful scientific method. Application of mathematical models is the main method of physics. In modern research, the method of mathematical modeling is used not only in physics, but also in other areas of science. The classical approach to mathematical modeling is to describe the models themselves in the language of mathematics and study them using various numerical methods.

However, the language of mathematics is only one of the languages ​​for describing models. Additionally, numerical methods are just one of many approaches, although they are the most popular. To describe the same phenomenon, you can use not one model, but a whole ensemble of models. Additionally, you can explore the resulting models in different ways, for example, using a combination of analytical and numerical research methods. We call this approach--where different implementations of models and ensembles of models are applied--the multi-model approach.

This Special Issue focuses on the application of the mathematical modeling method to various fields of science, especially applied science. We would also like to emphasize the multi-model approach, where we describe the same phenomenon using different models (and model approaches) and study it using different methods, including combined ones. We invite you to contribute and present your topical research papers.

Prof. Dr. Dmitry Sergeevich Kulyabov
Prof. Dr. Leonid Sevastianov
Dr. Anna Vladislavovna Korolkova
Guest Editors

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