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Lawrence Berkeley National Laboratory - Physics | Berkeley, California | United States | 3 months ago
Fellow to join the team. The Quantum Measurement Group ( https://quantum-measurement . lbl.gov/) at Berkeley National Lab is hiring a postdoc to conduct theory work on quantum sensing, particularly as
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at generating training sets with high-order quantum calculations and designing combined models for the exchange and correlation energy using non-local features of electronic density and orbitals. Qualifications
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to the applications of mathematics in cryptography, computing, business, and finance. PAP covers many areas of fundamental and applied physics, including quantum information, condensed matter physics, biophysics, and
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. The group’s research is operating in the area of quantum statistical physics with specific focus on non-equilibrium quantum many-body dynamics. Specific topics of interest include dynamics in quantum circuits
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in relevant fields. The candidate must have relevant experience in topolectrical circuits, topological physics, quantum mechanics, quantum transport and non-Hermitian physics. The candidate must be
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on Science, Technology and Innovation between France and Canada in 2023. The call for applications is open to the following themes: Emerging Technologies: AI, quantum, etc. Health: One health, public health
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Description of the offer : This post is funded by a new Leverhulme Trust grant on spin dynamics at the 2D limit in collaboration with Prof. John Morton’s quantum spin dynamics group at UCL
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(experience in R, Perl, Python, SQL, Bash etc). Prior experience and working knowledge of additional computational platforms and applications (e.g. Quantum computing, Perl, Java, etc.) preferred. A team player
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2026. Successful candidates will have particular interest in both fundamental materials/inorganic/physical chemistry as well as applications including energy, spintronics, and quantum computing
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Adam Gammon-Smith. The successful candidate will be working on the ERC Starting Grant project QUADCOMB “Towards a practical quantum advantage: Confronting the quantum many-body problem using quantum