Add to ORKGWe study the invariant set and invariant measures defined by a finite iterated function systems of conformal contractions that satisfy the bounded distortion property and the weak separation condition. Results concerning the dimensions of the attractor and singularity of the associated self conformal measures and will be discussed
For iterated function systems (IFS) of contractive similitudes on Rd, we introduce a generalized fin...
We consider infinite conformal iterated function systems in the phase space IR with d 3. Let J b...
AbstractWe show that the fractal curvature measures of invariant sets of one-dimensional conformal i...
We study the invariant set and invariant measures defined by a finite iterated function systems of c...
We extend both the weak separation condition and the finite type condition to include finite iterate...
We extend the weak separation condition to infinite iterated function systems of conformal contractio...
The paper starts with an appropriate version of the bounded distortion theorem. We show that for a r...
This thesis is an expository investigation of the conformal iterated function system (CIFS) approach...
. In this paper we introduce and explore conformal parabolic iterated function systems. We define an...
AbstractWe provide sufficient conditions for the conformal measures induced by regular conformal inf...
The vector-valued measure generated by the self-conformal iterated function system (IFS) was introdu...
We characterise fractal sets arising from conformal iterated function systems and conformal graph di...
AbstractIt is proved that the Hausdorff measure on the limit set of a finite conformal iterated func...
AbstractWe study iterated function systems (IFSs) of contractive similitudes on Rd with overlaps. We...
We study iterated function systems (IFSs) of contractive similitudes on Rd with overlaps. We introdu...
For iterated function systems (IFS) of contractive similitudes on Rd, we introduce a generalized fin...
We consider infinite conformal iterated function systems in the phase space IR with d 3. Let J b...
AbstractWe show that the fractal curvature measures of invariant sets of one-dimensional conformal i...
We study the invariant set and invariant measures defined by a finite iterated function systems of c...
We extend both the weak separation condition and the finite type condition to include finite iterate...
We extend the weak separation condition to infinite iterated function systems of conformal contractio...
The paper starts with an appropriate version of the bounded distortion theorem. We show that for a r...
This thesis is an expository investigation of the conformal iterated function system (CIFS) approach...
. In this paper we introduce and explore conformal parabolic iterated function systems. We define an...
AbstractWe provide sufficient conditions for the conformal measures induced by regular conformal inf...
The vector-valued measure generated by the self-conformal iterated function system (IFS) was introdu...
We characterise fractal sets arising from conformal iterated function systems and conformal graph di...
AbstractIt is proved that the Hausdorff measure on the limit set of a finite conformal iterated func...
AbstractWe study iterated function systems (IFSs) of contractive similitudes on Rd with overlaps. We...
We study iterated function systems (IFSs) of contractive similitudes on Rd with overlaps. We introdu...
For iterated function systems (IFS) of contractive similitudes on Rd, we introduce a generalized fin...
We consider infinite conformal iterated function systems in the phase space IR with d 3. Let J b...
AbstractWe show that the fractal curvature measures of invariant sets of one-dimensional conformal i...