42 distributed-computing-"Computer-Vision-Center" Postdoctoral positions in Switzerland
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18,500 people, including over 14,000 students and 4,000 researchers from more than 120 different countries. Postdoc position in 3D Computer Vision, remote sensing ... The Laboratory of Visual
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affiliated with both the School of Computer and Communication Sciences and the School of Life Sciences, as well as the EPFL AI Center. We are recruiting a postdoctoral researcher with strong expertise in
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management and in computer architecture domains, our ability to analyze data still falls behind the unstoppable data collection rates. Data-intensive applications are increasingly more demanding in
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will address how agents fuse heterogeneous sensory streams, including vision, LiDAR, inertial measurements, and radio signals, to maintain coherent spatial awareness and act reliably under uncertainty
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quantitative and probabilistic extensions, and scalable verification via symbolic automata and related decision procedures Routing algebras: composable, algebraic representations of distributed
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supports your own research profile and further academic qualification. Your profile A doctorate (by the time of appointment) in computer science, NLP or computational linguistics, machine learning
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Computational Biology, Bioinformatics, Computer Science, Mathematics, Biomedical Sciences, or a closely related field Experience with single-cell and/or spatial omics technologies Strong background in
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models of sensorimotor processing. We are recruiting two postdocs: Postdoc in Computer Vision & AI for Behavior Analysis Postdoc in Embodied AI (Reinforcement Learning for Motor Control) Main duties
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( VITA ) is looking for a postdoctoral researcher in the area of Generative AI. VITA research interests lie at the intersection of Computer Vision, Machine Learning (Deep Learning), and Human-Robot
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physics, engineering, computer science, or a related field. Strong scientific programming in Python and experience with GPU processing of large-scale datasets. Experience with inverse problems and 3D