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14 Mar 2026 Job Information Organisation/Company UNIVERSITE DE STRASBOURG Research Field Mathematics » Probability theory Economics » Macroeconomics Mathematics » Statistics Researcher Profile
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Physics, Chemistry, or a related field. Experience with catalyst simulations. Experience with XAS/EXAFS spectroscopy modeling and its relation to electronic structure theory. Experience with codes like VASP
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of offers available1Company/InstituteInstitute for International Business, Academic Unit FischCountryAustriaGeofield Contact City Vienna Website http://www.wu.ac.at/ Street Welthandelsplatz 1 Postal Code 1020
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-Napoca Website http://www.ubbcluj.ro/ Street St. M. Kogalniceanu nr. 1 Postal Code 400084 STATUS: EXPIRED X (formerly Twitter) Facebook LinkedIn Whatsapp More share options E-mail Pocket Viadeo Gmail Weibo
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Engineering / Environmental Science DepartmentCountryRomaniaCityCluj-NapocaGeofield Contact City Cluj-Napoca Website http://www.ubbcluj.ro/ Street St. M. Kogalniceanu nr. 1 Postal Code 400084 STATUS: EXPIRED X
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Description Start date/duration 01.07.2026 for 4 years Job profile: Your tasks: Quantum information theory with a focus on quantum communication Independent research in the field of quantum information theory
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CERN. the CERN Collaboration and develop theory, simulations, and AI tools for application to data from the LHC and future colliders. https://doi.org/10.1051/epjconf/201919901022 - Central exclusive
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for the position should possess a Ph.D. in the arts studies, specialized in audiovisual theory, cultural theory, contemporary cinema. Where to apply E-mail wziks.praca@uj.edu.pl Requirements Research FieldArts
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functional theory codes and/or machine learning algorithms will be an advantage, or hands-on experience in physics laboratories. - A good knowledge of English is required Main research field: Physics Sub
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University of Toronto | Downtown Toronto University of Toronto Harbord, Ontario | Canada | about 15 hours ago
kelly.squier@utoronto.ca ----------------------- Course Code and Title: CSCC63H3 - Computability and Computational Complexity Course Description: Introduction to the theory of computability: Turing machines