A fractal is a mathematical set that typically displays self-similar patterns, which means it is "the same from near as from far". Fractals may be exactly the same at every scale, they may be nearly the same at different scales. The concept of fractal extends beyond trivial self-similarity and includes the idea of a detailed pattern repeating itself. The algorithms to constructing different fractal shapes in many cases typically involve large amounts of floating point computation, to which modern GPUs are well suited. In this paper we will construct Sierpinski Gasket using GPUs arrays
Fractals are geometric shapes and patterns that can describe the roughness (or irregularity) present...
This article discusses the interplay in fractal geometry occuring between computer programs for deve...
A fractal lattice is defined by iterative maps on a simplex. In particular, Sierpinski gasket and vo...
Fractal sets are sets that show self-similarity meaning that if one zooms in on some part of the fra...
A fractal is a mathematical object, that can be split into several parts, each of which is a minuscu...
The Mandelbrot set, shown on the front page of this report, is perhaps themost well-known example of...
The work is the second part of a previous one, published in the same magazine (Contextos I...
Fractal structures containing relief surfaces have applications in a variety of fields, including co...
The goal of this work is to give introduction and specification of fractals. The first chapter prese...
Fractal geometry has become popular in the last 15 years, its applications can be found in technolog...
Broadly, fractals are sets that exhibit a repeating pattern at multiple scales. One important fracta...
This thesis is an exposition of the article by Richard Darst, Judith Palagallo and Thomas Price, ent...
Fractals fascinates both academics and art lovers. They are a form of chaos. A key feature that dist...
In an article published in the November 2016 issue of At Right Angles we had seen how geometrical fr...
This research article deals with the fractal interpolation function and its box dimension correspond...
Fractals are geometric shapes and patterns that can describe the roughness (or irregularity) present...
This article discusses the interplay in fractal geometry occuring between computer programs for deve...
A fractal lattice is defined by iterative maps on a simplex. In particular, Sierpinski gasket and vo...
Fractal sets are sets that show self-similarity meaning that if one zooms in on some part of the fra...
A fractal is a mathematical object, that can be split into several parts, each of which is a minuscu...
The Mandelbrot set, shown on the front page of this report, is perhaps themost well-known example of...
The work is the second part of a previous one, published in the same magazine (Contextos I...
Fractal structures containing relief surfaces have applications in a variety of fields, including co...
The goal of this work is to give introduction and specification of fractals. The first chapter prese...
Fractal geometry has become popular in the last 15 years, its applications can be found in technolog...
Broadly, fractals are sets that exhibit a repeating pattern at multiple scales. One important fracta...
This thesis is an exposition of the article by Richard Darst, Judith Palagallo and Thomas Price, ent...
Fractals fascinates both academics and art lovers. They are a form of chaos. A key feature that dist...
In an article published in the November 2016 issue of At Right Angles we had seen how geometrical fr...
This research article deals with the fractal interpolation function and its box dimension correspond...
Fractals are geometric shapes and patterns that can describe the roughness (or irregularity) present...
This article discusses the interplay in fractal geometry occuring between computer programs for deve...
A fractal lattice is defined by iterative maps on a simplex. In particular, Sierpinski gasket and vo...