MME for Mating Correspondences
We use the measure theoretical entropy from Vivas-Sirvent and the topological entropies from Dinh-Sibony and Kelly-Tennant to prove that the equidistribution measures $μ_-$ and $μ_+$ found by the author maximize entropy for the $1$-parameter family $\lbrace\mathcal{F}_a\rbrace_a$ studied by Bullett-Lomonaco. We find as well a measure of maximal entropy for the composition of two deleted covering correspondences studied by Bullett.
math.DS↗