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Field
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algebra, numerical methods, optimization, and control theory Background in online optimization theory and adaptive control theory is a plus Hands-on experience with industrial control systems
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related mathematical structures. Possible research directions include infrared aspects of quantum field theory and gravity, flat-space holography, algebraic approaches to quantum field theory, relations
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Mathematics, including Partial Differential Equations and Control Theory Combinatorics, including Graph Theory and Algebraic and Additive Combinatorics Dynamical Systems Functional Analysis Topology, including
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University of Toronto | Downtown Toronto University of Toronto Harbord, Ontario | Canada | 3 months ago
YOU MUST APPLY TO THIS POSTING AT THIS APPLICATION SITE ONLY : https://www.utsc.utoronto.ca/webapps/cupehiring/dept/cms/app/sl If you have any issues applying, please contact Kelly Squier
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University of Toronto | Downtown Toronto University of Toronto Harbord, Ontario | Canada | 3 months ago
YOU MUST APPLY TO THIS POSTING AT THIS APPLICATION SITE ONLY : https://www.utsc.utoronto.ca/webapps/cupehiring/dept/cms/app/sl If you have any issues applying, please contact Kelly Squier
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verification Desired Qualifications* At least one year of technician experience or completion of a Pharmacy Technician training program is highly desirable. Basic algebra including performing pharmacy
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Czech is welcome though not required. Expertise Theoretical Computer Science and related areas such as combinatorics, algebra, and mathematical logic Required Documents structured CV list of scientific
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intermediate algebra in each of the fall and spring terms, holding regular office hours and tutoring sessions, and collaborating with faculty on program assessment and development initiatives. Successful
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competence in probability, linear algebra, and statistical modelling is essential for this position. A strong interest in probabilistic modelling, latent-variable methods or Bayesian methodology is essential
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of quantum field theory and related mathematical structures. Possible research directions include infrared aspects of quantum field theory and gravity, flat-space holography, algebraic approaches