MMSC 2022 — Workshop on Mathematical Modeling and Scientific Computing: Focus on complex processes and systems

The second international workshop on Mathematical Modeling and Scientific Computing (MMSC) dedicated to the memory of Nikolai Botkin (22.03.1956-14.09.2019) will be held from October 4th to 7th, 2022, at the Technical University of Munich. Nikolai Botkin made a significant contribution to the creation and mathematical analysis of mathematical models, the development of numerical methods and algorithms for optimal control of ordinary and distributed systems, elasticity theory, hydrodynamics, thermodynamics, and homogenization theory. The first workshop (November 19-20, 2020) was organized by the Technical University of Munich and approved by the DFG. It was held online because of Covid-19 situation.

The objective of the event is to create an interdisciplinary workshop, which brings together international experts working on mathematical models from various fields. These fields include control theory, material science, medicine, and aerospace, to name a few. Despite the different applications of mathematical models, the underlying concepts related to the modelling of complex processes and systems share many common features. The same holds for the application of scientific computing methods for the numerical implementation of the mathematical models. These methods nowadays constitute an integral part of the research task in applied fields. Topics such as parallel computing on high performance computer systems and the use of shared memory architectures are vital e.g. for the solution of partial differential equations arising in various fields. Rapidly developing technologies like machine learning methods became indispensable in data analysis. It is believed that bringing together experts from different fields will lead to new innovative ideas and create synergies between the scientific research topics.

Topics: Mathematical and computer modeling of physical and biological processes, Optimization, control and numerical methods for ODEs and PDEs, Computer technologies and data analysis in engineering and bioinformatics, High performance scientific computing for physical and biomedical applications