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SOE - Young Researchers 2024 -
Generalized Akemann-Ostrand property: analytical, dynamical and rigidity properties
Works related to the project
This project focuses on the study of regularity properties of group actions on boundaries and aims at a better understanding of the relationship between dynamics, unitary group representations associated to such actions and the structure of certain group C*-algebras.
Journal Articles:
2024 "A mixing property for the action of SL(3,Z)×SL(3,Z) on the Stone-Čech boundary of SL(3, Z)", Int. Math. Res. Not. IMRN 2024:1, 234-283, with F. Rădulescu
Preprints:
2025 "Examples of non-amenable, boundary-amenable dynamical systems"
2024 "On inner amenability and boundary actions"
2023 "An approach to the study of boundary actions"
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