I. A. Sattarov

most citedGroup structure of the

p

-adic ball and dynamical system of isometry on a sphere

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math.DS2023

Ergodicity and periodic orbits of $p$ -adic $(1, 2)$ -rational dynamical systems with two fixed points

I. A. Sattarov, E. T. Aliev

We consider $(1, 2)$ -rational functions given on the field of $p$ -adic numbers $Q_{p}$ . In general, such a function has four parameters. We study the case when such a function…

math.DS2022★ 1 cited

Group structure of the $p$ -adic ball and dynamical system of isometry on a sphere

I. A. Sattarov

In this paper the group structure of the $p$ -adic ball and sphere are studied. The dynamical system of isometry defined on invariant sphere is investigated. We define the binary op…

Ergodicity and periodic orbits of p-adic (1,2)-rational dynamical systems with two fixed points

Group structure of the p-adic ball and dynamical system of isometry on a sphere

Ergodicity and periodic orbits of $p$ -adic $(1, 2)$ -rational dynamical systems with two fixed points

Group structure of the $p$ -adic ball and dynamical system of isometry on a sphere