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Field
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on problems of interest to the Simons Collaboration on Probabilistic Paths to Quantum Field Theory, in particular on the tensor network renormalization group for statistical physics lattice models. We welcome
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+1)-year post-doctoral position in theoretical physics with a starting date in fall 2026. All candidates working on scattering amplitudes, effective field theory and/or gravitational wave physics
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Institut des Hautes Études Scientifiques | Bures sur Yvette, le de France | France | about 9 hours ago
on problems of interest to the Simons Collaboration on Probabilistic Paths to Quantum Field Theory, in particular on the tensor network renormalization group for statistical physics lattice models. We welcome
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Testable Theories of Linear Programming, we expect the candidate to perform both theoretical and computational work. The candidate will be working in the MAAD axis at LIMOS under the direction of Dr. Sophie
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Institut des Hautes Études Scientifiques | Bures sur Yvette, le de France | France | about 9 hours ago
(2+1)-year post-doctoral position in theoretical physics with a starting date in fall 2026. All candidates working on scattering amplitudes, effective field theory and/or gravitational wave physics
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. Amongst its features, it enables joint fits of heterogeneous data sets, e.g. from different event types, from different gamma-ray instruments. Some work have also demonstrated that multi-wavelength (from
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FieldPhysicsYears of Research Experience1 - 4 Additional Information Eligibility criteria - Excellent knowledge of disorder physics and/or chaotic quantum systems - Good knowledge of quantum gas theory - Energy
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in feminist theories and intersectional approaches to power relations at work. • Interest in participatory research and radical feminist epistemologies. • Proficiency in qualitative data collection and
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porous media to understand contaminant transport in the subsurface - Activity 1: Develop an in-house numerical model and theory for reactive transport in unsaturated porous media. - Activity 2: Compare
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the dynamics and statistics of topological defects in active systems, using continuum theories of active ordered states. This project will require both numerical and analytical work. The position will be based