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, stochastic differential equations, computational methods in fluid mechanics and turbulent flows, high-performance computing, machine learning methods in computational problems. GSSI is a world-renowned
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, elliptic partial differential equations, and calculus of variations. This position yields the opportunity to conduct an independent research programme without teaching duties; it belongs to the research
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or stochastic partial differential equations or free probability or quantum dynamics. The successful applicant will benefit from the Simons Collaboration activities and will join an extremely lively theoretical
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. degree in mathematics or a closely related field strong communication skills (oral and written) in English expertise in the field of partial differential equations, preferably Navier-Stokes and related
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, 52 associate professors at SMS. The faculty members’ research covers a broad range of areas, including scientific computing, algebra and number theory, differential equations and dynamic systems
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Randomness and Structures; and Geometric analysis, stochastics and partial differential equations, interactions and applications. The starting date is flexible, preferably no later than September 2026
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++, or similar languages. Demonstrated expertise in machine learning, especially in the context of dynamical systems modeled by differential-algebraic equations. Experience with high-performance computing and the
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, neurodegenerative conditions, and other diseases. We seek candidates with expertise in one or more of the following areas: mathematical modeling, differential equations, stochastic processes, scientific computing
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Randomness and Structures; and Geometric analysis, stochastics and partial differential equations, interactions and applications . The starting date is flexible, preferably no later than September 2026
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are looking for a strong candidate to work in a team on the interdisciplinary StochMan project that integrates elements of stochastic analysis, geometry, partial differential equations, and computational