Add to ORKGIn this paper, we classify and describe a method for constructing fractal trees in three dimensions. We explore certain aspects of these trees, such as space-filling and self-contact. © 2006
This thesis is an exposition of the article by Richard Darst, Judith Palagallo and Thomas Price, ent...
The goal of this work is to give introduction and specification of fractals. The first chapter prese...
Tree-like structures, that is, branching structures without cycles, are attractive for artful expres...
We investigate the interplay between geometry and iterated function systems in families of three-dim...
This paper presents a model for drawing trees symmetrically in three dimensions and a linear time al...
Self-similar sets are a class of fractals which can be rigorously defined and treated by mathematica...
Abstract. This paper presents the four self-contacting symmetric binary fractal trees that scale wit...
Branching trees and bushes are obtained from a segment by an infinite sequence of two elementary tra...
In this paper, we emphasize three different techniques for the growth of fractal trees with a desire...
In the 18th and 19th centuries the branch of mathematics that would later be known as fractal geomet...
This short note describes a development of the traditional Pythagorean tree fractal that produces th...
This article discusses the interplay in fractal geometry occuring between computer programs for deve...
Using the method of spectral decimation and a modified version of Kirchhoff's Matrix-Tree Theorem, a...
The role of Fractal Geometry as an extension of Classical Geometry has become increasingly important...
The work is the second part of a previous one, published in the same magazine (Contextos I...
This thesis is an exposition of the article by Richard Darst, Judith Palagallo and Thomas Price, ent...
The goal of this work is to give introduction and specification of fractals. The first chapter prese...
Tree-like structures, that is, branching structures without cycles, are attractive for artful expres...
We investigate the interplay between geometry and iterated function systems in families of three-dim...
This paper presents a model for drawing trees symmetrically in three dimensions and a linear time al...
Self-similar sets are a class of fractals which can be rigorously defined and treated by mathematica...
Abstract. This paper presents the four self-contacting symmetric binary fractal trees that scale wit...
Branching trees and bushes are obtained from a segment by an infinite sequence of two elementary tra...
In this paper, we emphasize three different techniques for the growth of fractal trees with a desire...
In the 18th and 19th centuries the branch of mathematics that would later be known as fractal geomet...
This short note describes a development of the traditional Pythagorean tree fractal that produces th...
This article discusses the interplay in fractal geometry occuring between computer programs for deve...
Using the method of spectral decimation and a modified version of Kirchhoff's Matrix-Tree Theorem, a...
The role of Fractal Geometry as an extension of Classical Geometry has become increasingly important...
The work is the second part of a previous one, published in the same magazine (Contextos I...
This thesis is an exposition of the article by Richard Darst, Judith Palagallo and Thomas Price, ent...
The goal of this work is to give introduction and specification of fractals. The first chapter prese...
Tree-like structures, that is, branching structures without cycles, are attractive for artful expres...