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Field
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listed on the page above are of interest to you. The list includes positions covering Groupoid C*-Algebras, Ideal Structure and KMS States, Probability Theory and Analysis. The list may be updated with new
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responsibility for carrying out research on complexity lower bounds that combines approaches from algebraic complexity, proof complexity and meta-complexity. This is part of an EPSRC-funded project on Integrated
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32 tenured and tenure-track faculty, 17 full-time instructors, 57 graduate students, and about 200 undergraduate majors. Faculty research interests include algebra, algebraic geometry, analysis
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/vacancies/postdoc/ When applying, you will be asked to indicate, which of the areas listed on the page above are of interest to you. The list includes positions covering Groupoid C*-Algebras, Ideal Structure
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mechanics, statistical modeling, and linear algebra Preferred Qualifications: Experience with density matrix renormalization group and tensor network algorithm development and application. Competency with
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brings together leading researchers in algebra, combinatorics and related disciplines, including finite geometry, algebraic graph theory, permutation group theory, coding theory and extremal combinatorics
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be recruited within the ANR Tremplin project “FactHom4CFT” located at the interface of topology, algebra and mathematical physics. The overall goal of this project coordinated by Lukas Woike is the
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Physics, Particle Physics, or Quantum Field Theory; experience in the use of numerical and symbolic algebra methods. Desirable requirements: Experience in nonperturbative methods of Quantum Field Theory
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position will focus primarily on the geometric representation of complex data and physical systems, including topics such as differential geometry, invariant theory, algebraic and metric geometry, symmetry
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of Energy (DOE) experimental facilities. This role involves research and development spanning areas such as optimization, Fourier analysis, numerical linear algebra, statistics, machine learning, and high