CORDIS Project
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This project investigates the relationships between group actions on measure spaces, orbit equivalence relations, and von Neumann algebras. It aims to address fundamental questions in these areas, enhancing our understanding of their structures and classifications through advanced mathematical tools.
This research project focuses on the structure, classification and rigidity of three closely related objects: group actions on measure spaces, orbit equivalence relations and von Neumann algebras.
Over the last 15 years, the study of interactions between these three topics has led to a process of mutual enrichment, providing both striking theorems and outstanding conjectures.Some fundamental questions such as Connes' rigidity conjecture, the structure of von Neumann algebras associated with high…
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