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Your job Are you passionate about cancer research? Excited to dive into biological pathways and complex data analyses in an epidemiological setting? Eager to work within an ambitious and
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large organisation with a diverse and talented community; a community doing extraordinary things. But what makes us different isn’t only what we do, it’s how we do it. Together, we are driven to be
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. For further information, see https://homepages.cwi.nl/~ebert/2023-ERCIM-News.pdf We are seeking a postdoc to develop computational models of electrical breakdown of gases. Breakdown occurs in several stages
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large arrays are individually controlled, interrogated, and even entangled with other atoms. We seek to leverage the many-fold technical QIS advances to develop new algorithms for optical clocks as
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substantial component of the work focuses on large scale empirical research in international macroeconomics and finance. The Global Capital Allocation Project (GCAP) Lab mixes data, economic theory, and
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the world are tackling global issues and making a difference to people's lives. We believe that inspiring our people to do outstanding things at Durham enables Durham people to do outstanding things in
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University of British Columbia | Northern British Columbia Fort Nelson, British Columbia | Canada | 3 months ago
fishing strategies, adhering to key sustainability rules. The models will be fitted with data on fish population dynamics, and bioeconomic recommendations will be developed. The project will aim
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of (epi-)genomic sequencing data generated on biofluids from cancer patients. You will develop novel strategies to integrate the different omics data layers. You will validate results by comparing the data
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cancer and hematological malignancies. Circular RNAs are extremely stable within our cells and carry out completely different functions relative to their linear cognates. To study these molecules, we use a
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differentiation of generic and complex computer programs (including control flows, data structures, and possibly memory) allows for the exploitation of any-order differentials to obtain transformative effects