Thin groups and superstrong approximation /

Bibliographic Details
Corporate Author:	Mathematical Sciences Research Institute (Berkeley, Calif.)
Other Authors:	Breuillard, Emmanuel, 1977- (Editor), Oh, Hee, 1969- (Editor)
Format:	Book
Language:	English
Published:	Berkeley, CA : New York, NY : Mathematical Sciences Research Institute ; Cambridge University Press, 2014.
Series:	Mathematical Sciences Research Institute publications ; 61.
Subjects:	Finite groups > Congresses. Group theory > Congresses. Finite groups. Group theory. Conference proceedings.
Online Access:	1850-9999

Table of Contents:

Some Diophantine applications of the theory of group expansion
A brief introduction to approximate groups
Superstrong approximation for monodromy groups
The ubiquity of thin groups
The orbital circle method
Sieves in discrete groups, expecially sparse
How random are word maps?
Constructing thin groups
Ergodic properties of the Burger-Roblin measure
Harmonic analysis, ergodic theory and counting for thin groups
Generic elements in Zariski-dense subgroups and isospectral locally symmetric spaces
Growth in linear groups
Strong approximation for algebraic groups
Generic phenomena in groups: some answers and many questions
Affine sieve and expanders
Notes on thin matrix groups.