Add to ORKGThe Mandelbrot set is the most famous of all fractals. It is easy to generate on a home computer and full of fascinatingly beautiful detail. The Mandelbrot set (shown in Figure 1) is sometimes called “the bug ” for obvious reasons. In this paper, we show how to make simple modifications of the iterations which generate the bug in order to produc
In this article the algorithm required for plotting the most famous picture of the Mandelbrot Set wa...
Abstract. This chapter describes a technique for generating semi-abstract figurative imagery using v...
Fractals and other figures on the complex number plane plane are beautiful, elaborate, and have inte...
The present paper is motivated from the paper of John R. Tippetts (Tippetts 1992) in which he gave a...
Non-random complicated motions can exhibit a very rapid growth of errors and, despite perfect determ...
Fractal is a geometrical shape with property that each point of the shape represents the whole. Havi...
The aim of this paper is to present an application of a fixed point iterative process in generation ...
A complex point Z0 is defined to be a member of the famous Mandelbrot set fractal when the iterative...
The Mandelbrot set, shown on the front page of this report, is perhaps themost well-known example of...
Today Fractal geometry is completely new area of research in the field of computer science and engin...
Abstract:- In this paper we present a new method for analyzing some properties of the Mandelbrot Set...
The purpose of this review paper is to study the simple way of generating mandelbrot set in a graph-...
In the present work we propose a numerical and visual tool for the study of the deformation of the M...
A gentle journey through the mathematics of the Mandelbrot and Julia fractals, and making your own u...
Fractals provide an innovative method for generating 3D images of real-world objects by using comput...
In this article the algorithm required for plotting the most famous picture of the Mandelbrot Set wa...
Abstract. This chapter describes a technique for generating semi-abstract figurative imagery using v...
Fractals and other figures on the complex number plane plane are beautiful, elaborate, and have inte...
The present paper is motivated from the paper of John R. Tippetts (Tippetts 1992) in which he gave a...
Non-random complicated motions can exhibit a very rapid growth of errors and, despite perfect determ...
Fractal is a geometrical shape with property that each point of the shape represents the whole. Havi...
The aim of this paper is to present an application of a fixed point iterative process in generation ...
A complex point Z0 is defined to be a member of the famous Mandelbrot set fractal when the iterative...
The Mandelbrot set, shown on the front page of this report, is perhaps themost well-known example of...
Today Fractal geometry is completely new area of research in the field of computer science and engin...
Abstract:- In this paper we present a new method for analyzing some properties of the Mandelbrot Set...
The purpose of this review paper is to study the simple way of generating mandelbrot set in a graph-...
In the present work we propose a numerical and visual tool for the study of the deformation of the M...
A gentle journey through the mathematics of the Mandelbrot and Julia fractals, and making your own u...
Fractals provide an innovative method for generating 3D images of real-world objects by using comput...
In this article the algorithm required for plotting the most famous picture of the Mandelbrot Set wa...
Abstract. This chapter describes a technique for generating semi-abstract figurative imagery using v...
Fractals and other figures on the complex number plane plane are beautiful, elaborate, and have inte...