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geometry, gauge theory, AdS/CFT) and proficiency in formal calculation tools (Mathematica, Maple, Sage, etc.) will be particularly appreciated. Website for additional job details https://emploi.cnrs.fr
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) to conduct research on extremal problems in Fourier analysis and discrete geometry. - Conduct research at the highest level. - Collaborate with other researchers in the laboratory. - Participate in
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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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, numerical simulations, and experiments will be conducted to understand the mechanisms of instability and determine the best geometries and operating conditions for exploiting them. The work will mainly
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: EDPs2 (Partial Differential Equations: Deterministic and Probabilistic Studies), Geometry, and LIMD (Computer Logic and Discrete Mathematics). This diversity of research topics within a single laboratory
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environments that include solvent effects, thermal fluctuations, and the ingress of species such as chloride ions. First, DFT calculations will be used to characterize adsorption geometries, energetics, and
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(Partial Differential Equations: Deterministic and Probabilistic Studies), Geometry, and LIMD (Computer Logic and Discrete Mathematics). This diversity of research topics within a single laboratory reflects
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disorder or geometry as long as it does not fundamentally change the band structure. Moreover, due to their chirality these edge states are protected against backscattering, making them dissipation-less