Introduction:
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Modeling dynamics of systems with interfaces, which are widespread in nature and important in engineering, for many years serves as a stimulus for development of different branches of mathematics, including multidimensional complex analysis, integrability theory, nonlinear stability theory etc.
The goal of the present session is to bring together mathematicians and physicists studying different phenomena related to the surface dynamics, and present recent achievements in that field. The subjects of the talks include the analysis of free boundary problems, Laplacian growth, viscous film dynamics, elastic interfaces and other aspects of that versatile problem. |
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