Add to ORKGThis work deals with some aspects of universal topological and metric dynamic behavior of iterated maps of the interval
Piecewise monotone mappings on an interval provide simple examples of discrete dynamical systems who...
Iteration of smooth maps appears naturally in the study of continuous difference equations and bound...
The orbit of the critical point of a nonlinear dynamical system defines a family of functions in the...
We consider dynamical systems defined by a particular class of differentiable functions, as fixed st...
Abstract. We consider iterates of maps of an interval to itself and their stable periodic orbits. Wh...
We consider dynamical systems defined by a particular class of differentiable functions, as fixed state...
Iterations of continuous maps of an interval to itself serve as the simplest examples of models for ...
This thesis contains three related articles which are inserted in separate chapters. The chapters ar...
Let C be a closed subset of a topological space X, and let f : C → X. Let us assume that f is contin...
Iterated function systems make up an interesting class of stochastic processes which are useful for ...
We consider the dynamical system (A,T), where A is a class of differentiable functions defined on so...
In this paper we introduce the idea of multiple valued iteration theory. For a set X and family of f...
Abstract. Karamata’s Iteration Theorem is used to refine the asymptotic behavior of iterates of a fu...
We present a study about the invariants which can distinguish topologically different dynamics conce...
The purpose of this thesis is to generalize the growing theory of iterated function systems (IFSs). ...
Piecewise monotone mappings on an interval provide simple examples of discrete dynamical systems who...
Iteration of smooth maps appears naturally in the study of continuous difference equations and bound...
The orbit of the critical point of a nonlinear dynamical system defines a family of functions in the...
We consider dynamical systems defined by a particular class of differentiable functions, as fixed st...
Abstract. We consider iterates of maps of an interval to itself and their stable periodic orbits. Wh...
We consider dynamical systems defined by a particular class of differentiable functions, as fixed state...
Iterations of continuous maps of an interval to itself serve as the simplest examples of models for ...
This thesis contains three related articles which are inserted in separate chapters. The chapters ar...
Let C be a closed subset of a topological space X, and let f : C → X. Let us assume that f is contin...
Iterated function systems make up an interesting class of stochastic processes which are useful for ...
We consider the dynamical system (A,T), where A is a class of differentiable functions defined on so...
In this paper we introduce the idea of multiple valued iteration theory. For a set X and family of f...
Abstract. Karamata’s Iteration Theorem is used to refine the asymptotic behavior of iterates of a fu...
We present a study about the invariants which can distinguish topologically different dynamics conce...
The purpose of this thesis is to generalize the growing theory of iterated function systems (IFSs). ...
Piecewise monotone mappings on an interval provide simple examples of discrete dynamical systems who...
Iteration of smooth maps appears naturally in the study of continuous difference equations and bound...
The orbit of the critical point of a nonlinear dynamical system defines a family of functions in the...