Add to ORKGThe fractals generated from the self-squared function, 2z z c where z and c are complex quantities have been studied extensively in the literature. This paper studies the transformation of the function, 2nz z c n and analyzed the z plane and c plane fractal images generated from the iteration of these functions using Ishikawa iteration for integer and non-integer values. Also, we explored the drastic changes that occurred in the visual characteristics of the images from n = integer value to n = non integer value
Novel fractal forms can be created by iteration of higher order polynomials of the complex variable,...
This study investigated the non-zero arbitrary positive power transformation and fractal characteriz...
The aim of this paper is to present an application of a fixed point iterative process in generation ...
ABSTRACT:The generation of fractals and study of the dynamics of transcendental function is one of e...
Abstract — In this paper we consider the dynamics of complex transcendental function i.e. cos functi...
Today Fractal geometry is completely new area of research in the field of computer science and engin...
Non-random complicated motions can exhibit a very rapid growth of errors and, despite perfect determ...
In this paper we explore the dynamics of complex logarithmic function for integer and non-integer va...
Fractals provide an innovative method for generating 3D images of real-world objects by using comput...
A new method of fractals construction based on Fatou-Julia iteration is proposed. We develop a non-o...
Fractals are essential in representing the natural environment due to their important characteristic...
Fractal is a geometrical shape with property that each point of the shape represents the whole. Havi...
Fractal is a set, which geometric pattern is self-similar at different scales. It has a fractal dime...
This work reports on a study of the Mandelbrot set and Julia set for a generalization of the well-ex...
This paper explores methods of generating fractals from the mapping z®z -n +c and discusses the st...
Novel fractal forms can be created by iteration of higher order polynomials of the complex variable,...
This study investigated the non-zero arbitrary positive power transformation and fractal characteriz...
The aim of this paper is to present an application of a fixed point iterative process in generation ...
ABSTRACT:The generation of fractals and study of the dynamics of transcendental function is one of e...
Abstract — In this paper we consider the dynamics of complex transcendental function i.e. cos functi...
Today Fractal geometry is completely new area of research in the field of computer science and engin...
Non-random complicated motions can exhibit a very rapid growth of errors and, despite perfect determ...
In this paper we explore the dynamics of complex logarithmic function for integer and non-integer va...
Fractals provide an innovative method for generating 3D images of real-world objects by using comput...
A new method of fractals construction based on Fatou-Julia iteration is proposed. We develop a non-o...
Fractals are essential in representing the natural environment due to their important characteristic...
Fractal is a geometrical shape with property that each point of the shape represents the whole. Havi...
Fractal is a set, which geometric pattern is self-similar at different scales. It has a fractal dime...
This work reports on a study of the Mandelbrot set and Julia set for a generalization of the well-ex...
This paper explores methods of generating fractals from the mapping z®z -n +c and discusses the st...
Novel fractal forms can be created by iteration of higher order polynomials of the complex variable,...
This study investigated the non-zero arbitrary positive power transformation and fractal characteriz...
The aim of this paper is to present an application of a fixed point iterative process in generation ...