24 citations · 29 across the 2 of their papers we have counts for
2 papers
math.CV2009★ 5 cited
Quasiregular dynamics on the n-sphere
Alastair Fletcher, Daniel A. Nicks
In this article, we investigate the boundary of the escaping set I(f) for quasiregular mappings on R^n, both in the uniformly quasiregular case and in the polynomial type case. The…
math.CV2008★ 24 cited
The escaping set of a quasiregular mapping
Walter Bergweiler, Alastair Fletcher, Jim Langley +1
We show that if the maximum modulus of a quasiregular mapping f grows sufficiently rapidly then there exists a non-empty escaping set I(f) consisting of points whose forward orbits…