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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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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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work Strong academic credentials – see formal grade requirements below Good oral and written communication skills in English (see https://www.mn.uio.no/english/research/phd/regulations/regulations.html
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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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range of research problems in cryptography and information theory. We can offer successful candidates a vibrant, stimulating, and inclusive working environment. Where to apply Website https
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, particularly using deep level transient spectroscopy (or related techniques) Experience with quantum defects and quantum defect characterization Experience with defect modeling using density functional theory
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) Read more about the areas here: https://healenae.eu/phd-calls The candidate must develop a project description, which should be submitted as a part of the application. The description should show how