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A Jack of all Trades? Solving stochastic mixed-integer nonlinear constraint programs

  • Natural gas is one of the most important energy sources in Germany and Europe. In recent years, political regulations have led to a strict separation of gas trading and gas transport, thereby assigning a central role in energy politics to the transportation and distribution of gas. These newly imposed political requirements influenced the technical processes of gas transport in such a way that the complex task of planning and operating gas networks has become even more intricate. Mathematically, the combination of discrete decisions on the configuration of a gas transport network, the nonlinear equations describing the physics of gas, and the uncertainty in demand and supply yield large-scale and highly complex stochastic mixed-integer nonlinear optimization problems. The Matheon project "Optimization of Gas Transport" takes the key role of making available the necessary core technology to solve the mathematical optimization problems which model the topology planning and the operation of gas networks. An important aspect of the academic impact is the free availability of our framework. As a result of several years of research and development, it is now possible to download a complete state-of-the-art framework for mixed-integer linear and nonlinear programming in source code at http://scip.zib.de
Author:Thomas Arnold, Timo BertholdORCiD, Stefan Heinz, Stefan Vigerske, René Henrion, Martin Grötschel, Thorsten KochORCiD, Caren TischendorfORCiD, Werner Römisch
Editor:Peter Deuflhard, Martin Grötschel, Dietmar Hömberg, Ulrich Horst, Jürg Kramer, Volker Mehrmann, Konrad Polthier, Frank Schmidt, Christof Schütte, Martin Skutella, Jürgen Sprekels
Document Type:In Collection
Parent Title (English):MATHEON - Mathematics for Key Technologies
First Page:135
Last Page:146
Series:EMS Series in Industrial and Applied Mathematics
Publisher:European Mathematical Society
Year of first publication:2014
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