65 parallel-computing-numerical-methods-"Multiple" Postdoctoral positions in Australia
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in condensed matter theory and computational methods advanced research and technical skills appropriate to computational condensed matter, including density-functional theory and supercomputing
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multiple spatial and temporal scales. The PDRA will be based in the Geocoastal Research Group within the School of Geosciences at the University of Sydney. The School of Geosciences is a dynamic, collegial
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dynamic and translational research program focused on identifying novel biomarkers and therapeutic targets in lung cancer. The position offers the opportunity to apply and develop expertise in molecular
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neuroimaging (particularly functional) is required, and ideally the candidate will have experience in linking imaging methods with cognitive, neurobiological or computational modelling frameworks. Your key
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WA node of Plant SynBio Australia under Bioplatforms Australia and the NCRIS program, PSIC will serve as a hub for cutting-edge research capabilities in plant synthetic biology, and agricultural
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FRS extract RNA from soil samples for metatranscriptomic sequencing perform metatranscriptomic sequencing of soil samples and downstream computational analysis to detect known and novel RNA viruses
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Postdoctoral Research Associate with experience in numerical modelling to lead investigations into the dynamic component of the Antarctic ice sheet’s observed decadal variability. Although it is often overlooked
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WA node of Plant SynBio Australia under Bioplatforms Australia and the NCRIS program, PSIC will serve as a hub for cutting-edge research capabilities in plant synthetic biology, and agricultural
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numerous prizes and awards to individual staff members and the award of over $7 million in research funding each year. With the support of over 30 professional, technical and administrative staff, the School
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capacity to co-supervise research students on projects in this area, with assistance and mentoring from senior academic staff familiarity with the theoretical methods of quantum error correction, and the