Speaker
Dylan Thurston
(Indiana University, Bloomington)
Description
One measure of the complexity of a Julia set are various notions of
"conformal dimension". We show how to estimate the Ahlfors regular
conformal dimension sharply from above and below by using energies of
maps between graphs, a refinement of the earlier theorem that
characterized rational maps using similar energies.
This is joint work with Kevin Pilgrim.
Primary author
Dylan Thurston
(Indiana University, Bloomington)
