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for applicants from outside of EU/ EEA countries and exemptions from the requirements: https://www.mn.uio.no/english/research/phd/regulations/regulations.html#toc8 Grade requirements: The norm is as follows
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qualifications: A strong background in algebraic topology. Experience in any of the following: Higher category theory, stable homotopy theory, simplicial methods. An interest in computer algebra and programming
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join a high-impact research team advancing the theory and application of learning, control and optimisation in multiagent and complex networked systems. This is an exciting opportunity for an early
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main research in areas of cryptography, Boolean functions, sequence design and coding theory. The successful applicant may also be affiliated with the Center for Space Communications Research, and some
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PhD Research Fellow in Theoretical and Computational Active Matter Physics for Glioblastoma Invasion
a targetable vulnerability in this aggressive disease. The successful candidate will join an interdisciplinary research consortium and work closely with three other PhD students, combining theory
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design, computer experiments, sequential analysis, shape-constrained inference, time series, and Bayesian analysis. In applied mathematics, these include information theory, coding theory, control theory
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motivated Research Fellow to join a high-impact research team advancing the theory and application of learning, control and optimisation in multiagent and complex networked systems. This is an exciting
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to Electromagnetics Theory. Postdoctoral research would be an advantage. The post holder will have authority over some aspects of project work and must be capable of providing academic judgement, offering original and
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Good oral and written communication skills in English (see https://www.mn.uio.no/english/research/phd/regulations/regulations.html#toc8 ) Desired qualifications: Although not being strict requirements
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level transient spectroscopy (or related techniques) Experience with quantum defects and quantum defect characterization Experience with defect modeling using density functional theory or related