1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.CV2004
Perturbed Basins of Attraction
Han Peters
Let F be an automorphism of C^k which has a fixed point. It is well known that the basin of attraction is biholomorphically equivalent to C^k. We will show that the basin of attrac…
math.CV2004★ 1 cited
Non-Autonomous Basins of Attraction With 4-Dimensional Boundaries
Han Peters, Erlend Fornæss Wold
We study whether the basin of attraction of a sequence of automorphisms of is biholomorphic to . In particular we show that given any sequence of autom…
math.CV2004
Non-autonomous dynamics of holomorphic mappings in projective space
Han Peters
We study the dynamics of compositions of a sequence of holomorphic mappings in projective space. We define ergodicity and mixing for non-autonomous dynamical systems, and we constr…