Atsushi Kameyama

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20032019

most citedSynchronised Similar Triangles for Three-Body Orbit with Zero Angular Momentum

18 citations · 18 across the 3 of their papers we have counts for

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math.DS2019

The dynamics of hyperbolic rational maps with Cantor Julia sets

Atsushi Kameyama

Let $f : C^\to C^$ be a hyperbolic rational map of degree $d \geq 2$ on the Riemann sphere. We give several conditions which are equivalent to the condition for…

math.DS2003

Coding and tiling of Julia sets for subhyperbolic rational maps

Atsushi Kameyama

Let $f : C^\to C^$ be a subhyperbolic rational map of degree $d$ . We construct a set of coding maps $C o d (f) = {π_{r} : Σ \to J}_{r}$ of the Julia set $J$ by geometric coding trees,…