In this chapter we shall describe the dynamics of holomorphic self-maps of taut manifolds, and in particular the dynamics of holomorphic self-maps of convex and strongly pseudoconvex domains. A main tool in this exploration will be provided by the Kobayashi distance
25 pages, 3 figuresThis paper deals with proper holomorphic self-maps of smoothly bounded pseudoconv...
The Denjoy-Wolff theorem is a foundational result in complex dynamics, which describes the dy...
In this PhD thesis, we study Newhouse’s phenomenon and bifurcations in the context of dynamics in se...
We discuss various algebraic, geometric and dynamical properties of the holomorphic self-maps of com...
This thesis is on the complex dynamics of holomorphic maps f:Pr →Pr of complex projective s...
Main topic of the first part of this work is an investigation about rigidity phenomena of infinitesi...
We study the dynamics of a holomorphic self-map f of complex projective space of degree d> 1 by u...
Let f:S^2 —> S^2 be a postcritically finite branched covering from the 2-sphere to itself with postc...
1. Let $f $ be a holomorphic map from the $n $ dimensional complex projective space $\mathrm{P}^{n} ...
We study the dynamics of a holomorphic self-map f of complexprojective space of degree d>1 by utiliz...
The theory of holomorphic dynamical systems is a subject of increasing interest in mathematics, both...
We study some aspects of the iteration of an entire map f over the complex plane ℂ. In many settings...
We prove closing lemmas for automorphisms of a Stein manifold with the density property and for endo...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/41930/1/208-311-2-305_83110305.pd
One fundamental theorem in the theory of holomorphic dynamics is Thurston's topological characteriza...
25 pages, 3 figuresThis paper deals with proper holomorphic self-maps of smoothly bounded pseudoconv...
The Denjoy-Wolff theorem is a foundational result in complex dynamics, which describes the dy...
In this PhD thesis, we study Newhouse’s phenomenon and bifurcations in the context of dynamics in se...
We discuss various algebraic, geometric and dynamical properties of the holomorphic self-maps of com...
This thesis is on the complex dynamics of holomorphic maps f:Pr →Pr of complex projective s...
Main topic of the first part of this work is an investigation about rigidity phenomena of infinitesi...
We study the dynamics of a holomorphic self-map f of complex projective space of degree d> 1 by u...
Let f:S^2 —> S^2 be a postcritically finite branched covering from the 2-sphere to itself with postc...
1. Let $f $ be a holomorphic map from the $n $ dimensional complex projective space $\mathrm{P}^{n} ...
We study the dynamics of a holomorphic self-map f of complexprojective space of degree d>1 by utiliz...
The theory of holomorphic dynamical systems is a subject of increasing interest in mathematics, both...
We study some aspects of the iteration of an entire map f over the complex plane ℂ. In many settings...
We prove closing lemmas for automorphisms of a Stein manifold with the density property and for endo...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/41930/1/208-311-2-305_83110305.pd
One fundamental theorem in the theory of holomorphic dynamics is Thurston's topological characteriza...
25 pages, 3 figuresThis paper deals with proper holomorphic self-maps of smoothly bounded pseudoconv...
The Denjoy-Wolff theorem is a foundational result in complex dynamics, which describes the dy...
In this PhD thesis, we study Newhouse’s phenomenon and bifurcations in the context of dynamics in se...
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