This paper introduces a fractal partition class defined over a unit wrapped space. The cells of a fractal partition have self-similarity property and can be used as a set of tiles that can tile Rn space periodically or quasi-periodically with non-uniform tiling density. An algorithm for generat-ing set of fractal cells using Voronoi diagram computation is proposed with several applications in computer graphics and computational chemistry. 1
AbstractAn interesting class of automatic sequences emerges from iterated paperfolding. The sequence...
AbstractThe results we introduce in this work lead to get an algorithm which produces aperiodic sets...
Abstract. Irregular arrangements of vesicles filled with excitable and pre-cipitating chemical syste...
In this paper I will present the use of fractal geometry to design tile motifs. A fractal is a geome...
This paper introduces procedures involving the recursive construction of Voronoi diagrams and Delaun...
This thesis is an exposition of the article by Richard Darst, Judith Palagallo and Thomas Price, ent...
A fractal tiling or f-tiling is a tiling which possesses self-similarity and the boundary of which i...
AbstractThe results we introduce in this work lead to get an algorithm which produces aperiodic sets...
Because of their self-similar nature, fractals can easily be used to generate tilings in the plane. ...
Fractal structures containing relief surfaces have applications in a variety of fields, including co...
Dedicated to the inspiration of Benoit Mandelbrot. The pinwheel tilings are a remarkable class of ti...
The results we introduce in this work lead to get an algorithm which produces aperiodic sets of tile...
Recursive Voronoi diagrams (RVDs) use Voronoi concepts to tessellate a space with respect to a given...
The fractal patterns are recursive patterns and are self-similar in nature. The fractal geometry pro...
The fractal patterns are recursive patterns and are self-similar in nature. The fractal geometry pro...
AbstractAn interesting class of automatic sequences emerges from iterated paperfolding. The sequence...
AbstractThe results we introduce in this work lead to get an algorithm which produces aperiodic sets...
Abstract. Irregular arrangements of vesicles filled with excitable and pre-cipitating chemical syste...
In this paper I will present the use of fractal geometry to design tile motifs. A fractal is a geome...
This paper introduces procedures involving the recursive construction of Voronoi diagrams and Delaun...
This thesis is an exposition of the article by Richard Darst, Judith Palagallo and Thomas Price, ent...
A fractal tiling or f-tiling is a tiling which possesses self-similarity and the boundary of which i...
AbstractThe results we introduce in this work lead to get an algorithm which produces aperiodic sets...
Because of their self-similar nature, fractals can easily be used to generate tilings in the plane. ...
Fractal structures containing relief surfaces have applications in a variety of fields, including co...
Dedicated to the inspiration of Benoit Mandelbrot. The pinwheel tilings are a remarkable class of ti...
The results we introduce in this work lead to get an algorithm which produces aperiodic sets of tile...
Recursive Voronoi diagrams (RVDs) use Voronoi concepts to tessellate a space with respect to a given...
The fractal patterns are recursive patterns and are self-similar in nature. The fractal geometry pro...
The fractal patterns are recursive patterns and are self-similar in nature. The fractal geometry pro...
AbstractAn interesting class of automatic sequences emerges from iterated paperfolding. The sequence...
AbstractThe results we introduce in this work lead to get an algorithm which produces aperiodic sets...
Abstract. Irregular arrangements of vesicles filled with excitable and pre-cipitating chemical syste...