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Description The High Energy Theory group at Purdue University invites applications for one postdoctoral position in theoretical physics with focus at the intersection of operator algebras and high energy
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Inria, the French national research institute for the digital sciences | Paris 15, le de France | France | 9 days ago
-negation, forcing, ...) has made a lot of progresses in the recent years. Further connections with algebra and geometry (category theory, homotopy theory, topos theory, sheaf theory, ...) have also emerged
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practices such as unit testing and CI/CD Experience with MPI, Kokkos, OpenMP, CUDA/HIP Experience implementing or optimizing scientific libraries such as Linear Algebra Libraries, Solvers, FFTs/cuFFT
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National Aeronautics and Space Administration (NASA) | Cleveland, Ohio | United States | about 1 hour ago
, and C/C++ Experience developing machine learning algorithms Strong mathematical foundation specifically in linear algebra, differential equations, and optimization Solid communication and teamwork
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of numerical quantum many-body methods to study model Hamiltonians. Strong background in linear algebra. Preferred Qualifications: Experience with density matrix renormalization group and tensor network
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) understanding of the mathematical foundations and principles of Machine Learning, Linear Algebra (vectorial and matricial operations, optimization), with a particular focus on Neural Networks, 3) problem solving
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Researcher in the Representation Theory and Algebraic Combinatorics Unit The Okinawa Institute of Science and Technology Graduate University (OIST; see www.oist.jp ) is a dynamic new graduate university
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work in a research group led by Elena Bunina, which focuses on exploring AI-assisted approaches to mathematical research. You'll have two options: - Join an existing project in combinatorial algebra with
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and teaching, and are funded by the department’s NSF supported “Southern California Geometry and Topology Center.” Outstanding candidates in all areas of (algebraic, complex, differential) geometry and
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domains of analysis, the project draws on abstract operator theory, von Neumann algebras, complex analysis, functional calculi, partial differential equations, topology, and set theory, and is supplemented