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quantum complexity. A combination of numerical methods (tensor network states and exact diagonalization, and possibly stochastic sampling) and concepts such as entanglement and non-stabilizerness in
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fundamental questions concerning the structure of higher-order quantum operations — particularly quantum combs / process tensors and processes that lack a definite causal order. Overall, Purpose of the Role
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accepted all year round Details In classical general relativity, Einstein’s equations involve the curvature of space-time on the left-hand-side, and the stress-energy tensor of matter on the right-hand-side
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semiclassical analysis of geometric quantization. The goal is to describe the joint spectrum of certain pairs of operators acting on spaces of holomorphic sections of large tensor powers of some complex line
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Institut des Hautes Etudes Scientifiques | Bures sur Yvette, le de France | France | about 2 months ago
critical phenomena in condensed matter and statistical mechanics, bootstrap, renormalization group, topological phases of matter, generalized symmetries, tensor networks, scattering amplitudes and
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were constructed. The results will be compared with those for a charged scalar field [2]. The second part of the project involves computing the renormalized expectation value of the stress-energy tensor
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Institut des Hautes Études Scientifiques | Bures sur Yvette, le de France | France | about 2 months ago
, broadly interpreted, and interested in critical phenomena in condensed matter and statistical mechanics, bootstrap, renormalization group, topological phases of matter, generalized symmetries, tensor
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algorithms, mathematics of artificial intelligence, advanced optimization for decision making, matrix and tensor algebra, and the intersection of these areas. Close interaction with permanent research
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, applicants have experience with multipole methods, low-rank approximations, or tensor methods. A good command of English, the working language within the team, is required. We are looking for a competent
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advances the interface of quantum information science and condensed matter theory, particularly in areas such as quantum computation, quantum error correction, quantum simulation, tensor-network methods