Orateur
Anna Miriam Benini
Description
Let $f$ be a transcendental entire function in class $B$ with finite order of growth.
We show that we can construct infinitely many ergodic measures with infinite entropy whose support is the Julia set. This is in contrast with the rational setting in which the measure of maximal entropy is unique. This is joint work with Leandro Arosio, John Erik Fornaess and Han Peters.
