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on the analysis of Partial Differential Equations. The position covers four years of third-cycle studies, including participation in research and third-cycle courses. The last day to apply is May 30, 2025. Project
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analysis of unconventional integro-differential equations, and related stochastic processes, from evolutionary biology. The PhD student will also interact with other members of the ERC project. The thesis
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the development of new tools for coupled oscillator theory in time-delayed systems of differential equations. The resulting models will be analysed with analytical tools from applied mathematics and numerical
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given to computationally intensive components, including ordinary and stochastic differential equations, and non-parametric components like Gaussian Processes. The project builds on the following key
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, or a related discipline. Be familiar with differential equations and have some programming experience (preferably in Python). If English is not your first language, provide evidence of proficiency
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systems of differential equations. The resulting models will be analysed with analytical tools from applied mathematics and numerical studies in the Julia programming language. The successful candidate
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differential equations (PDE) in the model to describe either environmental influences or a more detailed component behavior offers a possible solution to this challenge. The goal of the project is to develop
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for the optimal control and simulation of multiphysics systems arising in Nonlinear Acoustics. The goal is to advance our rigorous understanding and computational treatment of nonlinear differential equations
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Description Are you interested in developing novel scientific machine learning models for a special class of ordinary and differential algebraic equations? We are currently looking for a PhD
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theory, integrable differential equations, determinantal point processes, Riemann-Hilbert problems, orthogonal polynomials, special functions. There are no teaching duties associated with these positions