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Author

Han Peters

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Preprint Sep 2026

Equidistribution Measures of infinite entropy for Transcendental Functions

In the 1980s Lyubich and Freire-Lopes-Ma\~n\'e proved that for any rational function of degree d \geq 2, both preimages and periodic points equidistribute to the unique measure of maximal entropy log(d). Their results provide a fundamental understanding of the dynamics of iterated rational functions, and have since bee...

Leandro Arosio, A. Benini, J. Fornæss et al. · 0 citations
Preprint Sep 2026

Zeros of the independence polynomial on recursive sequences of graphs

We study the hard-core model on recursively defined sequences $(G_n)_{n\geq0}$ of graphs with a fixed number $k\geq 1$ of labeled vertices in each graph. The next graph in the sequence is constructed by taking a fixed number $m\geq 2$ of copies of the previous graph, connecting these copies by identifying some labeled...

Mikhail Hlushchanka, Han Peters · 0 citations

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