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of groups that are of interest in the context of rigidity, group cohomology, noncommutative geometry and index theory, harmonic analysis on groups, expander graphs and high-dimensional expanders. Required
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programming languages such as Mathematica. 4. Advanced knowledge of mathematical tools and basic knowledge about classical networks including graph theory highly appreciated. 5. High motivation to conduct
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theory and discrete subgroups of semisimple Lie groups, − dynamics of mapping class group actions, − random walks on group and graphs, − geometric measure theory. Successful candidate will be expected
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