45 algorithms-phd-"INSAIT---The-Institute-for-Computer-Science" positions at UNIVERSITY OF WESTERN AUSTRALIA
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, prepare competitive fellowship applications, engage with collaborators, and co-supervise Honours and PhD students while contributing to teaching. Hold a doctoral degree in Theoretical Physics, show proven
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-class education and research programs to approximately 600 undergraduate and postgraduate coursework students and is responsible for the supervision of about 100 PhD students. The School is research
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at conferences. Work with your UWA mentor, prepare competitive fellowship applications, engage with collaborators, and co-supervise Honours and PhD students while contributing to teaching. Hold a doctoral degree
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proven academic excellence, such as a PhD or first class Honours (or equivalent) Completion of an undergraduate degree (with Honours) within the past eight years (2017 or after), or Masters degree within
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for the supervision of about 100 PhD students. The School is research-intensive with expertise in the disciplines of Computational Biology, Ecology & Conservation, Evolutionary Biology, Neuroscience and Science
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in the CryoEM User Group. About you A PhD in Structural Biology or a related discipline. Expertise in standard molecular biology and recombinant protein expression and purification methods. Expertise
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criteria: A track record of proven academic excellence, such as a PhD or first class Honours (or equivalent) Completion of an undergraduate degree (with Honours) within the past eight years (2017 or after
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interpretation, and supervise students on a day-to-day basis. Collaborate with staff at the Centre for Microscopy and Analysis and actively participate in the CryoEM User Group. About you A PhD in Structural
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mentorship from experienced academic staff. Develop your academic career with increasing independence in both research and teaching as your experience grows. About you PhD in an area related to the research
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independence in both research and teaching as your experience grows. About you PhD in an area related to the research project “Minimal surfaces, free boundaries, and partial differential equations”. Demonstrated