27 algorithm-development-"Multiple"-"Embry-Riddle-Aeronautical-University" Postdoctoral positions at UNIVERSITY OF VIENNA
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consists of several post-doctoral and PhD students with backgrounds in psychology, cognitive science, neuroscience, computer science, engineering, and physics. The focus of our research is to develop new
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development in early childhood. Among other things, we investigate the development of joint attention, social learning (e.g. imitation) and the development of action understanding and facial perception. One
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research projects and interdisciplinary cooperation. The position is limited to six years. Your future tasks: Active participation in research, teaching & administration, which means: You develop
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duration of six years. The preferred starting date is October 1, 2025. Your future tasks: Active participation in research, teaching & administration, which means: You develop an independent research profile
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is required. The employment duration is 6 years. Your future tasks: Developing and strengthening an independent research profile lnvolvement in research projects / research studies International
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, interdisciplinary collaboration, and collegial exchange. Your future tasks: You actively participate in research, teaching, and administration, which means: You develop an independent research profile in the field
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. Ready to be part of our team? Let’s shape the future together! Job description: A post-doctoral position (40 hours/week, for 6 years) is to be filled at the Department of Psychology of Development and
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of Pharmaceutical Sciences, Division of Pharmaceutical Chemistry starting in August 2025. We are a young and enthusiastic team that focuses on developing new diagnostics and therapeutics for positron emission
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microbiology Your personal sphere of play: The Unit of Ecology and Evolution at the University of Vienna is seeking a Postdoctoral Researcher with a background in molecular biology and biochemistry. If you have
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join a research project on the Fokker-Planck equation—also known as the Kolmogorov forward equation— which is a fundamental Partial Differential Equation (PDE) that captures the time evolution