40 parallel-processing-bioinformatics "Multiple" Postdoctoral positions in Switzerland
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background Many small riverine organisms rely on flow‑mediated processes to complete their life cycles. One such process is drift, a fundamental mechanism of downstream dispersal for aquatic invertebrates and
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to be removed surgically. This formation of bone in soft tissue is the result of an osteoinductive process during which stem cells are differentiated into bone cells. This property is essential to treat
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. The aim of the project is to extend cycle life by the controlled release of active lithium. Your tasks Develop lithiation agents to recover lost active lithium during operation of the battery Develop
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. Empa is a research institution of the ETH Domain. The Empa Laboratory for Cellulose & Wood Materials (WoodTec group) explores sustainable wood processing and innovative applications of wood materials
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computer scientists, experimentalists and clinicians. You will be involved in cross-disciplinary collaborations and have training opportunities to further develop and grow your scientific interests. Access
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politics, using, among others: Econometrics, field and survey experiments, and quasi-experimental causal inference methods, Natural language processing (NLP), and Comparative case studies As part of the ERC
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Surgery and Medicine, stephanie.ganal@unibe.ch Please send your application in single PDF file named “application_firstname.lastname" to the contact person (stephanie.ganal@unibe.ch) indicating “Postdoc
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the handling of natural hazards. The Land Change Science research unit studies patterns and processes of land systems and their dynamics over various spatial and temporal scales. The Forest Diversity and
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Swiss Federal Institute for Forest, Snow and Landscape Research WSL | Switzerland | about 2 months ago
, for a Postdoc in climate impacts on hydrological extreme events 80-100% (f/m/d) You will develop data-driven and/or process-based models to assess climate impacts on extreme events, their drivers, and/or
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, Lausanne 1015, Switzerland [map ] Subject Areas: • stochastic differential equations (SDEs); stochastic partial differential equations (SPDEs); stochastic processes on manifolds; multi-scale stochastic