Berkovich dynamics of twisted rational maps
- Resource Type
- Working Paper
- Authors
- Nie, Hongming; Zhao, Shengyuan
- Source
- Subject
- Mathematics - Dynamical Systems
Mathematics - Algebraic Geometry
Mathematics - Number Theory
37P40, 37P50
- Language
A twisted rational map over a non-archimedean field $K$ is the composition of a rational function over $K$ and a continuous automorphism of $K$. We explore the dynamics of some twisted rational maps on the Berkovich projective line.
Comment: 24 pages