Tien-Cuong Dinh

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20002026

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math.DS2026

Quantitative Dynamics of complex Hénon maps

Henry de Thélin, Tien-Cuong Dinh, Lucas Kaufmann

Let $f$ be a Hénon map of $C^{2}$ . We provide quantitative versions of several results involving dynamical objects associated to $f$ . Our results can be interpreted as a quan…

math.DS2024

Exponential equidistribution of periodic points for endomorphisms of $P^{k}$

Henry de Thélin, Tien-Cuong Dinh, Lucas Kaufmann

Let $f$ be a holomorphic endomorphism of $P^{k}$ of algebraic degree $d \geq 2$ . We show that the periodic points of $f$ of period $n$ equidistribute towards the equilibrium m…

math.DS2023

Periodic points for meromorphic self-maps of Fujiki varieties

Tien-Cuong Dinh, Guolei Zhong

Let $f : X \to X$ be a dominant meromorphic self-map of a compact complex variety $X$ in the Fujiki class $C$ . If the topological degree of $f$ is strictly larger than…

Quantitative Dynamics of complex Hénon maps

Exponential equidistribution of periodic points for endomorphisms of Pk

Periodic points for meromorphic self-maps of Fujiki varieties

Exponential equidistribution of periodic points for endomorphisms of $P^{k}$