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Academia Sinica, Quantum Matter Theory Group, Institute of Physics Position ID: AS-Quantum Matter Theory Group, Institute of Physics-POSTDOC [#31469] Position Title: Position Type: Postdoctoral
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on computational and theoretical condensed matter physics. Areas of research include diagrammatic calculations, quantum Monte Carlo methods, density matrix renormalization group and tensor network states, and
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the transition process Define and perform benchmark tests before, during and after the translation Science communication for quantum computing into the ErUM community, as well as into interested interdisciplinary
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, Nonequilibrium physics in bulk and molecular quantum materials , Quantum Condensed Matter Theory , Quantum phase transitions , Quantum Science + Quantum Information Science + Quantum Optics + Theoretical Physics
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. The candidate will pursue a doctorate in computer science with a focus on the migration to Post-Quantum Cryptography (PQC) while collaborating with the Ministry for Digitalization in Luxembourg on a joint project
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Technology Laboratory (QTL) , we explore how quantum physics can unlock radically new ways of processing information - far beyond the limits of classical systems. Our research spans quantum computing, sensing
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collaboration and co-production internationally. Qualification requirements The applicant is required to have a PhD degree in Quantum Computing or Quantum Information Science. The applicant must have completed
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quantum many-body theory with a focus on quantum impurity models (particularly Kondo model). Strong computational skills (with Python or Julia or C++ or Matlab or equivalent) and using numerical techniques
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on multidisciplinary areas of optics and photonics as well as quantum information science and technology and quantum optics. We investigate new phenomena and their physical dynamics in the scattering of classical and
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on multidisciplinary areas of optics and photonics as well as quantum information science and technology and quantum optics. We investigate new phenomena and their physical dynamics in the scattering of classical and