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information, theoretical physics, computer science, or related fields. o Strong background in quantum algorithms, error correction, or many-body quantum systems. o Proficiency in numerical simulations (e.g
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available funding. Prior experience in QCD, gravitation, gauge/gravity duality, and/or numerical methods is an advantage. Review of the applications will start on January 1st, 2026, and will continue until
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following: (a). Analytical methods, e.g. mean-field theory, quantum many-body theory, field-theoretical approaches. (b). Numerical many-body methods, such as exact diagonalization (ED), quantum Monte Carlo
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: Quantum Information Science / quantum computing Appl Deadline: none Position Description: Apply Position Description An experimental postdoctoral position is open to work with the group of Prof. Tim Byrnes
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theory and numerical methods, with experience in HPC programming (e.g., C++, Python, MPI, OpenMP, CUDA) and parallel computing environments. - Experience in performance analysis, debugging, and deployment
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Systems and Informatics (BSI) Centre for Infection Immunity and Cancer (IIC) Biomedical Health and Translational Research Centre (BHTRC) The Opportunities ZJE is seeking highly motivated individuals to fill
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research in Statistics and the application of statistical methods to solve real-world problems in medicine and public health. The research will specifically involve developing innovative analytical methods
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, focusing on both methodological research in Statistics and the application of statistical methods to solve real-world problems in medicine and public health. The research will specifically involve developing
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Theory Artificial Intelligence and its Mathematical Foundations Mathematical and Statistical Methods for Big Data Analytics Mechanism and Data Modeling with Integrated Applications Requirements: Under
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, -- mathematical theory for artificial intelligence, -- optimization and numerical computation over manifold, -- systems and control theory, -- algebraic computation theory and cryptography. The position is for two