Non-bulging Baker domains for transcendental skew products
Authors
Anna Miriam Benini
Tom Potthink
Jasmin Raissy
Abstract
In this paper we show that Baker domains of transcendental skew products can either bulge or not, depending on the higher order terms. This is in contrast to polynomial skew products where all Fatou components with bounded orbits of an invariant attracting fiber do bulge.
