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Max Planck Institute for Mathematics program ID: 3619-FACULTY [#27099, Faculty] program Title: Visiting scientists – experienced mathematicians - guest program program Type: Non-regular rank faculty
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of mathematics, theoretical physics, computer science, and their applications. The position is open to mathematicians with outstanding promise in research who have recently completed or will soon complete a
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. The successful candidate will carry out research at the data science center @ ENS – a multidisciplinary center hosting mathematicians, computer scientists, physicists and neuroscientists working on data sciences
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The Institute for Computer-Aided Reasoning in Mathematics (ICARM) is a new NSF Mathematical Sciences Research Institute located at Carnegie Mellon University. Our mission is to: Empower mathematicians to take
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Research Director, Univ. Paris Cité, biologist specialising in ageing) and S. Kaakai (Lecturer at LAGA, USPN, mathematician). On site, the candidate will interact closely with the ECOTRON team, with S
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place at the Fields Institute from July 1 - December 31, 2026. More information on the program will be posted here as it becomes available: https://www.fields.utoronto.ca/activities/26-27/optimal
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available: https://www.fields.utoronto.ca/activities/26-27/quantum-algorithms-QADE . Successful applicants will be provided with funding to join the program in Ontario for 4-6 months. These Long Term Visitor
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(the "Program") taking place at the Fields Institute from July 1 - December 31, 2026. More information on the program will be posted here as it becomes available: https://www.fields.utoronto.ca/activities/26-27
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mathematicians having international recognition in their field and demonstrating excellent teaching skills. It is expected that the applicant will defend a habilitation thesis within a couple of years after hiring
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position. The starting date is in 2026 and is negotiable. We are looking for a mathematician or a theoretical physicist who has an experience in the noncommutative geometry and/or in the noncommutative field