Session
Computer Science and Communication Engineering
Description
The goal of this paper is to present, a summary of concepts from the Chaos and Fractals theory and some basic theory to understand how the Chaos and Fractal theory fundamentals work, for more to explain how is related the chaos theory with mathematics application. This paper will provide examples of how this new approach could be applied and how is chaos related to the Statistics. In this paper, I am going to introduce the concept of “fractal” dimension and some examples to calculate the dimensions. At the center of fractals is Mandelbrot set, otherwise is called the hard of the fractals, on this paper I am going to give a short description for that.
Keywords:
Chaos, Fractals, Dimensions, Nonlinear, Dynamic, Logistic, Complex
Proceedings Editor
Edmond Hajrizi
ISBN
978-9951-437-46-2
First Page
55
Last Page
64
Location
Durres, Albania
Start Date
28-10-2016 9:00 AM
End Date
30-10-2016 5:00 PM
DOI
10.33107/ubt-ic.2016.53
Recommended Citation
Meta, Adem, "An overview for chaos fractals and applications" (2016). UBT International Conference. 53.
https://knowledgecenter.ubt-uni.net/conference/2016/all-events/53
Included in
An overview for chaos fractals and applications
Durres, Albania
The goal of this paper is to present, a summary of concepts from the Chaos and Fractals theory and some basic theory to understand how the Chaos and Fractal theory fundamentals work, for more to explain how is related the chaos theory with mathematics application. This paper will provide examples of how this new approach could be applied and how is chaos related to the Statistics. In this paper, I am going to introduce the concept of “fractal” dimension and some examples to calculate the dimensions. At the center of fractals is Mandelbrot set, otherwise is called the hard of the fractals, on this paper I am going to give a short description for that.