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programming languages (Java, C, C++, C#, Python, JavaScript), technologies in the area of Internet-of-Things, web-based systems, databases, cloud computing, formal methods in CS Expertise in various application
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assistant predoctoral 39 Faculty of Computer Science Startdate: 16.03.2026 | Working hours: 30 | Collective bargaining agreement: §48 VwGr. B1 Grundstufe (praedoc) Limited until: 03.06.2026 Reference
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to make a meaningful impact? UniVie Doctoral School Computer Science DoCS - Doctoral Positions (STEM CALL 2026) 174 Research Services and Career Development Working hours: 30 | Collective bargaining
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, Computer Science or a closely related field, ideally with a strong focus on quantum computing and numerical simulations. Experience in data-reuploading quantum algorithms, optical quantum computing and quantum
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to make a meaningful impact? Mathematics & Computer Science - Postdoc Fellows E-STEEM Call 2026 174 Research Services and Career Development Startdate: 01.10.2026 | Working hours: 40 | Collective bargaining
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particular in quantum phase-space methods. You have a proven experience in numerical methods and programming, particularly the simulation of PDEs. Excellent written and spoken English. What we offer: Work-life
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the development of new computational methods and their application on high-performance computers are preferred. Completed technical or scientific doctoral studies in the field of solid state physics or chemical
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the analysis of nonlinear wave and dispersive equations. Our ideal candidate already has experience with methods of PDEs, in particular Harmonic Analysis, and is able to actively participate in research
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means: You are involved in research related to electronic structure theory and non-adiabatic dynamics You will carry out independent computational work, including method development, data analysis and
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no.: 5451 The position We are seeking an outstanding researcher who advances the fundamental understanding of gravity through analytically rigorous, conceptually driven, or high-precision computational