Degeneration of real projective structures on open surfaces
Dynamics on Moduli Spaces April 13, 2015 - April 17, 2015
Location: MSRI: Simons Auditorium
folations - leaves
finitely generated groups
real algebraic geometry
14M27 - Compactifications; symmetric and spherical varieties
14Txx - Tropical geometry [See also 12K10, 14M25, 14N10, 52B20]
This talk will be about the theory of compactification of the character variety.
Methods coming from algebraic geometry and tropical geometry can be
used to construct and to study some of these compactifications. With
these methods it is often possible to get some results by direct
computations. We will mostly discuss the special case of deformation
spaces of convex real projective structures on open surfaces, a subset
of the character variety of the free group in SL(3,R).
This is joint work with S. Choi.
Please report video problems to firstname.lastname@example.org.
See more of our Streaming videos on our main VMath Videos page.