Abstract

I will present a factorization theorem for homomorphisms into Fuchsian groups (discrete subgroups of the isometry group of the hyperbolic plane). It is a useful tool for understanding the structure of the collection of all discrete representations of any fixed finitely generated group G into PSL(2, R). It will also have some applications in discrete limit groups of PSL(2, R). I will discuss the background and application of the theorem and the main idea of the proof.

ZOOM INFO

ID：611 5027 7004
Code：329424