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scientists working in diverse domains of fundamental and applied Physics. The postdoc will integrate the Condensed Matter group at CPHT. Where to apply Website https://emploi.cnrs.fr/Candidat/Offre/UMR7644
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Physics; X-ray Spectroscopy; Electronic Structure; Ultrafast Dynamics , Condensed Matter Theory , Hard Condensed Matter Theory , High-temperature superconductivity , Quantum Condensed Matter Theory
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Environments and Materials in Poitiers (IC2MP, UMR CNRS 7285), within the Applied Quantum Chemistry group of the Catalysis and Unconventional Environments team (https://ic2mp.labo.univ-poitiers.fr/ ). Where
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[map ] Subject Areas: Mathematical Physics High-Energy Theory / Quantum Field Theory Appl Deadline: 2025/12/17 23:59:00 (posted 2025/12/13, listed until 2026/03/22) Position Description: Apply Position
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, spanning quantum physics, chemistry, materials science, photonics, and computer science. The CESQ provides a collaborative, innovative environment that bridges cutting-edge experimental and theoretical
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Collaboration on « Probabilistic Paths to Quantum Field Theory », https://probabilistic-qft.org/ , which addresses broad theoretical questions interfacing quantum field theory and probability theory, but also
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rewriting, graphical languages, process calculi) • Quantum causal models • Type systems for quantum languages • Research within the Proofs & Programs team • Participation in seminars and team discussions
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. This position is supported by the national strategy for quantum technologies through the collaborative project OQuLuS. The work will be done in the Institute of Physics of Collège de France in Paris, in
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fundamental research laboratory with around 50 permanent researchers working in condensed matter physics, nanophysics, and quantum phenomena. Within PHELIQS, the “NanoPhysics and SemiConductors” (NPSC) team has
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Inria, the French national research institute for the digital sciences | Palaiseau, le de France | France | about 1 month ago
of publications in quantum information theory. Familiarity with Bell nonlocality, operator algebras, SDP relaxations of polynomial optimization problems, quantum correlation protocols, experimental physics and / or