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: Completed Master in Mathematics, PhD in an area related to the themes of the project Excellent background in stochastic analysis, probability theory, statistics and mathematical finance and an open mind
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useful for biological discovery. You should hold a PhD degree in physics or engineering and should have a strong background in optics and developing complex microscope hardware. Experience building
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scientist who is excited to develop computational approaches with wide applicability in the life sciences. You should hold a PhD degree in computer science or physics and should have a strong background in
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tasks: · Experimental work on erbium atoms in optical tweezers · Writing scientific publications · Tutor bachelor and master students and supporting supervision of PhD students
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taking and alert generations · You will participate in a young and dynamic team and contribute the supervision of PhD and undergraduate students Your profile: · You completed (or are about to
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Vienna University of Technology: Institute for Analysis and Scientific Computing | Austria | 19 days ago
of the brain. The project goal is the design of efficient numerical approximations of drift-diffusion equations for the charge transport in memristors, using for instance finite-volume, mixed finite-element or
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of Philological and Cultural Studies, with several interdisciplinary PhD and Postdoc positions in the areas of machine learning for natural language processing and computational linguistics. Possible research
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are specifically encouraged to apply. Please send your job application incl. motivation letter CV MSc-transcript PhD-certificate to Personnel Management, University of Natural Resources and Life Sciences, Peter
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Assistant Postdoc to join the dynamic research team led by Prof. Henk Bruin, PhD. Our ideal candidate has a background in ergodic theory, dynamical systems or related fields, and a pronounced interest and
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Assistant Postdoc to to complement the research team around Univ.-Prof. Ulisse Stefanelli, PhD. The focus of our research is on the field of Calculus of variations and partial differential equations. More