Category: Special Interest Groups

Cable Simulation @ ITWM & FCC

Since 2005 ITWM and FCC collaborate on mathematical modeling and interactive simulation of cables and hoses. Our main application area is virtual product realization in automotive industry: https://www.itwm.fraunhofer.de/en/departments/mf/cables-hoses-flexible-structures.html http://www.fcc.chalmers.se/technologies/geo/modeling-of-flexible-objects/ Sales and marketing activities for our software IPS Cable Simulation, as well as implementation and maintenance work and training for industrial […]

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Numerical Solution of SDEs on Matrix Lie Groups with Financial Applications

My name is Michelle Muniz and I am a second year PhD student at the Bergische Universität Wuppertal (BUW), where I have also received both my Bachelor’s and Master’s degree in mathematics. In my Bachelor’s and Master’s thesis I worked on geometric numerical methods for matrix ordinary differential equations (ODEs) […]

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Shape Optimization of an Electron Gun

S-DALINAC (Superconducting-DArmstadt-LINear-ACcelerator) is a superconducting electron accelerator at TU Darmstadt, running since 1991. It was initially constructed as a twice-recirculating accelerator with a maximum energy of 130 MeV in continuous wave (cw) operation. In 2016 it has been converted into a thrice-recirculating accelerator, see here. For the next upgrade an […]

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Yield Estmation Using Surrogate Modelling in Industry

Most manufacturing processes suffer from small deviations, which may lead to rejections of some products due to malfunctioning. In this context, malfunctioning is commonly understood as violating a given performance feature specification. In order to quantify the impact of the uncertainty one defines the yield as the percentage of realizations […]

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Efficient numerical quadrature for the boundary elements method with application to electrical machines

Nowadays, the design with regard to efficiency and reliability is a major task in the development of electrical machines. Therefore, numerical simulations play an increasingly important role. Due to many favorable properties, the finite element method (FEM) is well established for simulating low-frequency electrical engineering applications, e.g. with nonlinear material […]

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GPU Computing and Machine Learning for solving high-dimensional BSDEs

My name is Lorenc Kapllani, I come from Albania. Currently, I’m following my first year of the PhD program in University of Wuppertal, group of Applied Mathematics and Numerical Analysis (AMNA). I completed the bachelor’s degree in Engineering Mathematics at the Polytechnic University of Tirana (Albania). My bachelor thesis was […]

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German-Slovakian Project MATTHIAS on Hamilton-Jacobi-Bellman Equations in Finance

  Bilateral German-Slovakian Project MATTHIAS – Modelling and Approximation Tools and Techniques for Hamilton-Jacobi-Bellman equations in finance and Innovative Approach to their Solution financed by DAAD and the Slovakian Ministry of Education (01/2020 – 12/2021) Scientific goals The project deals with qualitative and numerical analysis of nonlinear partial differential equations […]

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SCEE – 2020 – Eindhoven, The Netherlands. Scientific Computing in Electrical Engineering

Between Feb 16-20, 2020, the Conference on Scientific Computing in Electrical Engineering (SCEE-2020) took place in Eindhoven, The Netherlands. It appeared to be one of the last face-to-face conferences before the Corona pandemic really became active. Let me first address the conference series and this event itself. The SCEE conference […]

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New Book on Nanoeletronic Coupled Problems Solutions

The EU-funded research project fp7-nanoCOPS (Nanoeletronic Coupled Problems Solutions, 2013-2016) published an overview of outcomes in October 2019. The book has been published by Springer in the Series with ECMI, Mathematics in Industry. Involved partners from academia were: Bergische Universität Wuppertal, Technische Universität Darmstadt, Humboldt Universität zu Berlin, Universität Greifswald, […]

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