A simple, yet unifying method is provided for the construction of tilings by tiles obtained from the attractor of an iterated function system (IFS). Many examples appearing in the literature in ad hoc ways, as well as new examples, can be constructed by this method. These tilings can be used to extend a fractal transformation defined on the attractor of a contractive IFS to a fractal transformation on the entire space upon which the IFS acts
[[abstract]]Before rendering 2D or 3D fractals with iterated function systems, it is necessary to ca...
Starting with a substitution tiling, we demonstrate a method for constructing infinitely many new su...
Abstract: In the field of computer graphics construction of complex objects is difficult process. Ob...
This thesis is an exposition of the article by Richard Darst, Judith Palagallo and Thomas Price, ent...
In computer graphics, geometric modelling of complex objects is a difficult process. An important cl...
This thesis extends the theory of tiling iterated function systems developed in [BV18] and connects ...
International audienceLRIFS's (Language-Restricted Iterated Function Systems) generalize the origina...
Abstract. We define and exemplify the continuations and the fast basin of an attractor of an IFS. Th...
Abstract. Local iterated function systems are an important generalisation of the standard (global) i...
Summary. We consider an iterated function system (IFS) of one-to-one contractive maps on a compact m...
Fractal geometry is a new branch of mathematics. This report presents the tools, methods and theory ...
Fractal geometry is a new branch of mathematics. This report presents the tools, methods and theory ...
Fractal geometry is a new branch of mathematics. This report presents the tools, methods and theory ...
Because of their self-similar nature, fractals can easily be used to generate tilings in the plane. ...
A fractal tiling or f-tiling is a tiling which possesses self-similarity and the boundary of which i...
[[abstract]]Before rendering 2D or 3D fractals with iterated function systems, it is necessary to ca...
Starting with a substitution tiling, we demonstrate a method for constructing infinitely many new su...
Abstract: In the field of computer graphics construction of complex objects is difficult process. Ob...
This thesis is an exposition of the article by Richard Darst, Judith Palagallo and Thomas Price, ent...
In computer graphics, geometric modelling of complex objects is a difficult process. An important cl...
This thesis extends the theory of tiling iterated function systems developed in [BV18] and connects ...
International audienceLRIFS's (Language-Restricted Iterated Function Systems) generalize the origina...
Abstract. We define and exemplify the continuations and the fast basin of an attractor of an IFS. Th...
Abstract. Local iterated function systems are an important generalisation of the standard (global) i...
Summary. We consider an iterated function system (IFS) of one-to-one contractive maps on a compact m...
Fractal geometry is a new branch of mathematics. This report presents the tools, methods and theory ...
Fractal geometry is a new branch of mathematics. This report presents the tools, methods and theory ...
Fractal geometry is a new branch of mathematics. This report presents the tools, methods and theory ...
Because of their self-similar nature, fractals can easily be used to generate tilings in the plane. ...
A fractal tiling or f-tiling is a tiling which possesses self-similarity and the boundary of which i...
[[abstract]]Before rendering 2D or 3D fractals with iterated function systems, it is necessary to ca...
Starting with a substitution tiling, we demonstrate a method for constructing infinitely many new su...
Abstract: In the field of computer graphics construction of complex objects is difficult process. Ob...