Add to ORKGAbstract. There exist uniformly quasiregular maps f: R3 → R3 whose Julia sets are wil
Since 1984, many authors have studied the dynamics of maps of the form εa(z) = ez - a, with a > 1 ....
In this paper, we investigate the boundary of the escaping set I(f) for quasiregular mappings on R(n...
We consider the iteration of quasiregular maps of transcendental type from Rd to Rd. We give a bound...
Abstract. There exist uniformly quasiregular maps f: R3 → R3 whose Julia sets are wil
It is well known that the Julia set J(f) of a rational map f: ℂ → ℂ is uniformly perfect; that is, e...
Abstract. The iterates of a uniformly quasiregular map acting on a Riemann-ian manifold are quasireg...
AbstractTwo examples of quasiregular maps S3 → S3 that branch on a wild Cantor set are constructed. ...
Abstract. Many results of the Fatou-Julia iteration theory of rational func-tions extend to uniforml...
The work in this thesis revolves around the study of dynamical systems arising from iterating quasir...
Abstract. We study the geometric properties of the Julia sets of McMullen maps fλ(z) = zm +λ/zl, whe...
Abstract. We give three families of parabolic rational maps and show that every Cantor set of circle...
A uniformly quasiregular mapping acting on a compact Riemannian manifold distorts the metric by a bo...
Abstract. The Fatou-Julia iteration theory of rational functions has been extended to quasiregular m...
The Fatou-Julia iteration theory of rational and transcendental entire functions has recently been e...
The Fatou-Julia iteration theory of rational functions has been extended to uniformly quasiregular m...
Since 1984, many authors have studied the dynamics of maps of the form εa(z) = ez - a, with a > 1 ....
In this paper, we investigate the boundary of the escaping set I(f) for quasiregular mappings on R(n...
We consider the iteration of quasiregular maps of transcendental type from Rd to Rd. We give a bound...
Abstract. There exist uniformly quasiregular maps f: R3 → R3 whose Julia sets are wil
It is well known that the Julia set J(f) of a rational map f: ℂ → ℂ is uniformly perfect; that is, e...
Abstract. The iterates of a uniformly quasiregular map acting on a Riemann-ian manifold are quasireg...
AbstractTwo examples of quasiregular maps S3 → S3 that branch on a wild Cantor set are constructed. ...
Abstract. Many results of the Fatou-Julia iteration theory of rational func-tions extend to uniforml...
The work in this thesis revolves around the study of dynamical systems arising from iterating quasir...
Abstract. We study the geometric properties of the Julia sets of McMullen maps fλ(z) = zm +λ/zl, whe...
Abstract. We give three families of parabolic rational maps and show that every Cantor set of circle...
A uniformly quasiregular mapping acting on a compact Riemannian manifold distorts the metric by a bo...
Abstract. The Fatou-Julia iteration theory of rational functions has been extended to quasiregular m...
The Fatou-Julia iteration theory of rational and transcendental entire functions has recently been e...
The Fatou-Julia iteration theory of rational functions has been extended to uniformly quasiregular m...
Since 1984, many authors have studied the dynamics of maps of the form εa(z) = ez - a, with a > 1 ....
In this paper, we investigate the boundary of the escaping set I(f) for quasiregular mappings on R(n...
We consider the iteration of quasiregular maps of transcendental type from Rd to Rd. We give a bound...