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, event management and finance. You will work collaboratively with several colleagues in different areas of the university. This position is available for the earliest possible start date. It is a fixed
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independently within the scope of the provisions of the collective bargaining agreement. Supporting the application process for projects and securing third-party funds. You take on administrative tasks in
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Scientist (f/m/d) for System Transition Modelling & Policy (Full time / Part-Time: 25+ hours / week)
the question of how transition processes and policies can be designed to best contribute to the solution of major societal challenges. Therefore, our scientists place a research focus on the design and analysis
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from a different page (e.g. a job platform where apply link / button is used for a specific job from which the applicant is redirected to the job portal) the information where the job ad was posted is
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options for its students to seek specialisation. Its staff is currently involved in examining the transformation of governance, state and democracy in different policy areas, geographical regions and
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-extension declaration. Your profile The position holder will work on employing bioinformatics to elucidate the dynamics of the (meta)proteome in preclinical mouse models and in clinical projects. Candidates
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renowned, subject-relevant media (peer-reviewed, depending on the professional standards) International presentation experience Desirable qualifications are Knowledge of university processes and structures
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University of Vienna. Dedicated to a mechanistic understanding of fundamental biomedical processes, scientists at the Max Perutz Labs aim to link breakthroughs in basic research to advances in human health
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interdisciplinary and international team closely working together with colleagues from different medical universities, biomedical engineering and radiochemists. We are enthusiastic about neurochemicals acting as
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where multiple processes—like convection and diffusion—interact across vastly different scales. These differences give rise to small parameters in the equations and produce solutions with sharp gradients