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Peter Hochs is an Associate Professor in the Department of Mathematics at Radboud University. His research interests include geometry and analysis, particularly focusing on group actions on manifolds and equivariant index theory. He explores the relationships between noncommutative geometry and representation theory while constructing topological invariants. Hochs is actively involved in teaching, offering courses that enhance writing skills in academia and other mathematical disciplines. He is committed to furthering the understanding of complex mathematical concepts and their applications in various fields.
Applies to Research Master's in Linguistics and Communication Sciences (Centre for Language Studies/Department of Language and Communication).