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related field, and a strong research background in mathematics. We particularly value experience in the following topics: vertex operator algebras, infinite dimensional Lie algebras, tensor categories
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Duration: Initial appointment is for 1 year, with extensions (up to a total of 3 years) contingent upon performance Salary range: $80,000-$100,000 Apply here: https://jobs.ashbyhq.com/episteme/347d9b19-be92
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simulation tools for correlated attosecond electron dynamics in molecules." The position will involve developing new methods related to tensor network states (e.g. TD-DMRG, MCTDH) to simulate correlated
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recent research progress, please visit: https://www.cqm2itp.com/ Research fields (1) Quantum many-body theories and numerical methods, particularly tensor network-based algorithms for studying ground
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/quantum-circuit techniques and/or approximate tensor-network methods. Analytical skills with integrability, random-matrix theory, dual-unitary circuits, hydrodynamics, or field-theoretic methods are also
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techniques such as tensor networks, quantum Monte Carlo, ab initio calculations, and AI/ML is a plus. Minimum Education and Experience Ph.D in a related field. Preferred Education and Experience Other
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algebras, tensor categories, lattice models of statistical physics, conformally invariant random processes, formalization of mathematics (preferably in Lean). The working language of the group is English
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background in mathematics. We particularly value experience in the following topics: vertex operator algebras, infinite dimensional Lie algebras, tensor categories, lattice models of statistical physics
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). A deep foundation in advanced mathematics, including differential equations, linear algebra, tensor calculus, and group theory; and the ability to use these for formal, mathematical reasoning
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functional inversion. Additional applications are possible on quasi-exact nonadiabatic nuclear dynamics simulations using tensor network states (ML-MCTDH) of vibronic coupling models. Of particular interest