499 postdoc-parallel-computing positions at University of Sheffield in United Kingdom
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of high-energy theory, string theory, and modern mathematics, offering opportunities for both analytical and computational research within a vibrant international collaboration network. Funding Notes
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/people/academic/neuroscience/pamela-j-shaw Institutional entry requirements for PhD: For entry into this PhD programme you should hold, or expect to hold, an honours degree in a related subject area with a
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: @helenkmatthews.bsky.social, @maiblab.bsky.social Institutional entry requirements for PhD: For entry into this PhD programme you should hold, or expect to hold, an honours degree in a related subject area with a 2:1 or first
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programme you should hold, or expect to hold, an honours degree in a related subject area with a 2:1 or first-class honours (or overseas equivalent). For applicants whose first language is not English, IELTS
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webpages: https://sites.google.com/sheffield.ac.uk/fagan-lab/ https://thomaslabyork.weebly.com/gavin.html Institutional entry requirements for PhD: For entry into this PhD programme you should hold, or
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/V3g8CyJzU4xDi2fL9 Institutional entry requirements for PhD: For entry into this PhD programme, you should hold, or expect to hold, an honours degree in a related subject area with a 2:1 or first-class honours (or
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at international conferences, develop independent ideas, and grow as an independent researcher. Entry requirements: For entry into this PhD programme you should hold, or expect to hold, an honours degree in a
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protein biochemistry or fluorescence techniques is advantageous but not required. For entry into this PhD programme you should hold, or expect to hold, an honours degree in a related subject area with a 2:1
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of high-energy theory, string theory, and modern mathematics, offering opportunities for both analytical and computational research within a vibrant international collaboration network. Funding Notes
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Characterization and convergence of non-Brownian webs School of Mathematical and Physical Sciences PhD Research Project Self Funded Dr Nic Freeman Application Deadline: Applications accepted all year round Details The Brownian web is a dense system of coalescing Brownian motions in 1+1...