The project investigates the coupling of market aspects with the dynamics of gas transport, subject to uncertainty. The research comprises characterizing market equilibria in a game-theoretical context and developing efficient algorithms for their solution. In addition to analytical considerations, an emphasis will be placed on the implementation of the developed algorithms
Requirements:
We are looking for candidates with a master’s degree in mathematics or a closely related field with a strong background in optimization and partial differential equations. Prior knowledge in stochastic optimization, optimal control, or stochastic analysis is beneficial
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PhD student position (f/m/d) - Nonsmooth Variational Problems and Operator Equations The project investigates the coupling of market aspects with the dynamics of gas transport, subject to uncertainty. The research comprises characterizing market equilibria in a game-theoretical context and developing efficient algorithms for their solution. In addition to analytical considerations, an emphasis will be placed on the implementation of the developed algorithms We are looking for candidates with a master’s degree in mathematics or a closely related field with a strong background in optimization and partial differential equations. Prior knowledge in stochastic optimization, optimal control, or stochastic analysis is beneficial
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