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Inria, the French national research institute for the digital sciences | Paris 15, le de France | France | about 10 hours ago
Lattice Codes” (BoLaCo) project, a French-German collaboration funded by the ANR and the DFG, in partnership with Prof. Jens Eisert’s group at Freie Universität Berlin. The project aims to develop new
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position as Doctoral candidate in Applied Mathematics/ Approximation Theory to be filled by the earliest possible starting date. The place of work will be Ingolstadt. The Chair of Applied Mathematics, headed
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computing to develop a continuous and local alternative to existing gradient-based learning rules, bridging theories of predictive coding with event-based control/ Simulate models of the learning algorithm
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(TRXPS) experiments of gas phase molecules. The successful candidate will be based in Southampton and work in the groups of Dr Karl Michael Ziems and Prof Russell Minns with close collaboration with Prof
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Your personal sphere of play: Your future position is at the Department of Statistics and Operations Research, and you will join the research group led by Prof. Christa Cuchiero to work at the
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: director@ifmpan.poznan.pl Contact person: Head of the Department of Theory of Nanostructures and Quantum Materials Dr. hab. Mirosław Werwiński, Prof. IMP PAS E-mail address: werwinski@ifmpan.poznan.pl
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16, 2026 and the end date is Dec 15, 2027. This position is in mathematical biology, aligning with the research interests of Prof. Claus Kadelka. This includes work on two NSF-funded projects
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reference, which should be sent directly by the author to Prof. Dr. Piet Brouwer, brouwer@physik.fu-berlin.de ) , indicating the reference code, no later than September 15th , 2025 in PDF format (preferably
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. Research interests in mathematical biology. Preferred Qualifications: Experience teaching and mentoring students. Strong coding experience, preferably in Python. Department/Program & College Description
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(TRXPS) experiments of gas phase molecules. The successful candidate will be based in Southampton and work in the groups of Dr Karl Michael Ziems and Prof Russell Minns with close collaboration with Prof