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. The faculty is responsible for teaching and research across wide range of disciplines including Engineering, Computer and Mathematical Sciences, Architecture, Biology, Physics, Chemistry and Earth Sciences
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packages and a track record of delivery on project-based work. To be successful at Level HEO8 you will need: Have excellent and extensive industry experience in computer science, data science or (applied
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. The faculty is responsible for teaching and research across wide range of disciplines including Engineering, Computer and Mathematical Sciences, Architecture, Biology, Physics, Chemistry and Earth Sciences
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the School of Computer and Mathematical Sciences. The successful candidate will be an outstanding researcher in pure mathematics with strong plans for future research and broad experience in teaching and
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qualification in the biological sciences) or progressing towards a higher qualification. Experience in High Performance Computing environments and fluency in programming languages such as R, Python, Perl, etc
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the fields of trustworthy guideline development, evidence synthesis, systematic (and scoping) review conduct, implementation science, knowledge translation, consumer engagement and the co-creation of knowledge
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these across governance, strategy, and program design. Strong connections with Aboriginal Community-Controlled Organisations and communities, with a demonstrated track record of building trusted, authentic, and
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to detail, sound judgement, initiative and confidentiality. Advanced computer skills using the Microsoft Office Suite of products, particularly Excel. The path to Adelaide University We are on an exciting
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methods, and ensuring reproducibility and scalability of analysis routines. This is a hands-on role suited to someone who enjoys working at the intersection of experimental science and computational
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in accordance with PSBA’s standards. You will lead the nodes lifecycle management program for biotechnology derived plants and plant products. The Faculty of Sciences, Engineering and Technology (SET