Quantitative multiple mixing
Journal article, 2020

We develop a method for providing quantitative estimates for higher order correlations of group actions. In particular, we establish effective mixing of all orders for actions of semisimple Lie groups as well as semisimple S-algebraic groups and semisimple adele groups. As an application, we deduce existence of approximate configurations in lattices of semisimple groups.

Multiple mixing

actions of semisimple groups

higher order correlations

actions of adele groups

configurations in discrete subgroups

Author

Michael Björklund

Chalmers, Mathematical Sciences, Analysis and Probability Theory

Manfred Einsiedler

Swiss Federal Institute of Technology in Zürich (ETH)

Alexander Gorodnik

University of Zürich

Journal of the European Mathematical Society

1435-9855 (ISSN) 1435-9863 (eISSN)

Vol. 22 5 1475-1529

Subject Categories

Mathematics

DOI

10.4171/JEMS/949

More information

Latest update

7/10/2020