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structured doctoral programme that supports early-career research in the areas of Computer Science and Business Informatics. The programme includes world-leading researchers in Computer Science as supervisors
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of Computer Science at the University of Vienna invites applications for a Tenure-Track Professorship in Human Computer Interaction The position Human Computer Interaction (HCI) explores the design, evaluation, and
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a variety of approaches, such as stochastic processes, kinetic theory, variational analysis, finite element methods, and data-driven techniques. The Vienna School of Mathematics doctoral program
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join our accomplished team! Your personal sphere of influence: The Doctoral School Computer Science DoCS (https://docs.univie.ac.at) founded in 2020 offers a structured doctoral programme that supports
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to the department Ph.D. program and will work on the development and analysis of statistical methods for machine learning, particularly in the context of high-dimensional models and with a particular focus on methods
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to the Collective Bargaining Agreement amounts to EUR 3.714,80; In the case of a normal weekly working time of less than 40 hours the salary shall be prorated.) and will be enrolled in the department's PhD program in
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://docs.univie.ac.at ) founded in 2020 offers a structured doctoral programme that supports early-career research in the areas of Computer Science and Business Informatics. The programme includes world-leading
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of Historical and Cultural Studies (https://dshcs.univie.ac.at/en). The Master’s program in Digital Humanities provides an institutional platform for cooperation between the Faculty of Historical and Cultural
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on the statistical mechanics of equilibrium and non-equilibrium processes. Members of the group contribute to the teaching at the Faculty of Physics at all levels from the Bachelor to the Doctoral program. The
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program offers excellent conditions for doctoral training at the highest level in all areas of mathematics and promotes interdisciplinary and intradisciplinary cooperation. https://mathematik.univie.ac.at