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Position: Research Associate
Institution: University of Bristol
Location: Bristol, United Kingdom
Duties: A monotone coarse invariant (MCI) is an invariant which behaves monotonically with respect to coarse embeddings; growth and asymptotic dimension are two classical examples of such invariants. In the last ten years, the number and diversity of MCIs has increased dramatically, with new MCIs inspired by techniques from combinatorics, analysis, topology, electrical network theory and neural networks. The goal of the project is to further develop these MCIs as tools to tackle key problems in geometric group theory, fractal geometry and beyond
Requirements: You hold a PhD in Mathematics; You have expert knowledge in geometric group theory, combinatorial group theory or coarse geometry; You have demonstrated the ability to write and publish academic papers for leading international journals; You have the ability to conduct research independently and as part of a collaboration
   
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