Add to ORKGThe theory of iterated function systems (IFS) allows one to construct a fractal which depends on a finite number of parameters. The associated inverse problem, finding a set of parameters which reconstructs a given fractal, is much more difficult. This paper explores the possibility of solving the inverse program with the genetic algorithm
The study of chaotic dynamical systems has given rise to a new geometry for classifying non-integral...
Non-linear Iterated Functions Systems (IFSs) are very powerful mathematical objects related to fract...
This position paper addresses the relevance of evolutionary computation for iterative approaches to ...
We describe the basics of one-dimensional IFS type fractals including their generation, the forward ...
In this work, we investigate the difficult problem of the optimization of fractal functions. We firs...
: We address here the resolution of the so-called inverse problem for IFS. This problem has already ...
The inverse problem for Iterated Functions Systems (finding an IFS whose attractor is a target 2D sh...
In computer graphics, geometric modelling of complex objects is a difficult process. An important cl...
This thesis explores the construction of shapes and, in particular, fractal-type shapes as fixed poi...
Tesis doctoral inédita leída en la Universidad Autónoma de Madrid. Escuela Politécnica Superior, Dep...
Non-linear Iterated Function Systems (IFSs) are very powerful mathematical objects related to fracta...
Inverse problems are omnipresent in natural and engineering sciences, for example, in material char...
In this paper, we describe an algorithm to estimate the parameters of Iterated Function System (IFS)...
The key problem in fractal image compression is that of obtaining the IFS code (a set of linear tran...
A fractal is a mathematical object, that can be split into several parts, each of which is a minuscu...
The study of chaotic dynamical systems has given rise to a new geometry for classifying non-integral...
Non-linear Iterated Functions Systems (IFSs) are very powerful mathematical objects related to fract...
This position paper addresses the relevance of evolutionary computation for iterative approaches to ...
We describe the basics of one-dimensional IFS type fractals including their generation, the forward ...
In this work, we investigate the difficult problem of the optimization of fractal functions. We firs...
: We address here the resolution of the so-called inverse problem for IFS. This problem has already ...
The inverse problem for Iterated Functions Systems (finding an IFS whose attractor is a target 2D sh...
In computer graphics, geometric modelling of complex objects is a difficult process. An important cl...
This thesis explores the construction of shapes and, in particular, fractal-type shapes as fixed poi...
Tesis doctoral inédita leída en la Universidad Autónoma de Madrid. Escuela Politécnica Superior, Dep...
Non-linear Iterated Function Systems (IFSs) are very powerful mathematical objects related to fracta...
Inverse problems are omnipresent in natural and engineering sciences, for example, in material char...
In this paper, we describe an algorithm to estimate the parameters of Iterated Function System (IFS)...
The key problem in fractal image compression is that of obtaining the IFS code (a set of linear tran...
A fractal is a mathematical object, that can be split into several parts, each of which is a minuscu...
The study of chaotic dynamical systems has given rise to a new geometry for classifying non-integral...
Non-linear Iterated Functions Systems (IFSs) are very powerful mathematical objects related to fract...
This position paper addresses the relevance of evolutionary computation for iterative approaches to ...