Add to ORKGWe characterise fractal sets arising from conformal iterated function systems and conformal graph directed Markov systems for which the Minkowski content and the fractal curvature measures exist. With this, we generalise studies that have been carried out for invariant sets of iterated function systems consisting of similarities
AbstractIn this note we investigate radial limit sets of arbitrary regular conformal iterated functi...
110 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1997.This thesis explores the Haus...
This paper explores the generalization of the fixed-point theorem for Fisher contraction on controll...
AbstractWe show that the fractal curvature measures of invariant sets of one-dimensional conformal i...
This thesis is an expository investigation of the conformal iterated function system (CIFS) approach...
We study the invariant set and invariant measures defined by a finite iterated function systems of c...
. In this paper we introduce and explore conformal parabolic iterated function systems. We define an...
Abstract. We study Minkowski contents and fractal curvatures of arbitrary self-similar tilings (cons...
We establish properties of a new type of fractal which has partial self similarity at all scales. Fo...
ABSTRACT. We give a description of the level sets in the higher dimensional multifractal formalism f...
In this paper we extend the theory of conformal graph directed Markov systems to what we call confor...
AbstractWe establish properties of a new type of fractal which has partial self similarity at all sc...
Abstract. We consider a generalisation of the self-affine iterated func-tion systems of Lalley and G...
The paper starts with an appropriate version of the bounded distortion theorem. We show that for a r...
In this note we investigate radial limit sets of arbitrary regular conformal iterated function syste...
AbstractIn this note we investigate radial limit sets of arbitrary regular conformal iterated functi...
110 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1997.This thesis explores the Haus...
This paper explores the generalization of the fixed-point theorem for Fisher contraction on controll...
AbstractWe show that the fractal curvature measures of invariant sets of one-dimensional conformal i...
This thesis is an expository investigation of the conformal iterated function system (CIFS) approach...
We study the invariant set and invariant measures defined by a finite iterated function systems of c...
. In this paper we introduce and explore conformal parabolic iterated function systems. We define an...
Abstract. We study Minkowski contents and fractal curvatures of arbitrary self-similar tilings (cons...
We establish properties of a new type of fractal which has partial self similarity at all scales. Fo...
ABSTRACT. We give a description of the level sets in the higher dimensional multifractal formalism f...
In this paper we extend the theory of conformal graph directed Markov systems to what we call confor...
AbstractWe establish properties of a new type of fractal which has partial self similarity at all sc...
Abstract. We consider a generalisation of the self-affine iterated func-tion systems of Lalley and G...
The paper starts with an appropriate version of the bounded distortion theorem. We show that for a r...
In this note we investigate radial limit sets of arbitrary regular conformal iterated function syste...
AbstractIn this note we investigate radial limit sets of arbitrary regular conformal iterated functi...
110 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1997.This thesis explores the Haus...
This paper explores the generalization of the fixed-point theorem for Fisher contraction on controll...