On rational functions sharing the measure of maximal entropy

preprint2020arXivOpen access

Abstract

We show that describing rational functions f1,f_1, f2,f_2, …,fn\dots,f_n sharing the measure of maximal entropy reduces to describing solutions of the functional equation A∘X1=A∘X2=⋯=A∘XnA\circ X_1=A\circ X_2=\dots=A\circ X_n in rational functions. We also provide some results about solutions of this equation.

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