Adrien Boyer
Université Paris Diderot, Paris 7
8 place Aurélie Nemours
Paris, 75013
Office 736

Research areas:

Ergodic theory, group representation theory and abstract harmonic analysis, discrete groups in semisimple Lie groups and operators algebras.

Publications and preprints:

Semisimple Lie groups satify property RD: a short proof, C.R Math. Acad. Sci. Paris (2013) (pdf).

Quasi-regular representations and rapid decay, Potential Analysis (2015) (pdf).

Equidistribution, ergodicity and irreducibility in CAT(-1) spaces, Geometry, Groups and Dynamics, to appear (2016) (pdf).

A theorem à la Fatou for the square root of Poisson kernel in delta-hyperbolic spaces and decay of matrix coefficients for boundary representations, Journal of Geometric Analysis (2016) (pdf).

with Antoine Pinochet Lobos, An ergodic theorem for the boundary representations of free group, Bulletin of the Belgian Mathematical Society, to appear (2016) (pdf).

with Dustin Mayeda, Equidistribution, ergodicity and irreducibility associated with Gibbs measures, Commentarii Mathematici Helvetici, to appear (2016) (pdf).

Harish-Chandra‘s Schwartz algebras associated with discrete subgroups of semisimple Lie groups, Journal of Lie Theory, to appear (2016) (pdf).

with Christophe Pittet and Gabriele Link, Ergodic boundary representations, preprint (2016) (pdf).

with Lukasz Garncarek, Asymptotic Schur orthogonality with application to Monotony, preprint (2016) (pdf).


Here is my CV
Here is my PhD thesis
Here is my application File