SISTEM FUNGSI ITERASI DAN DIMENSI FRAKTAL PADA HIMPUNAN SERUPA DIRI

Wahyuni, Sri and Hernadi, Julan (2020) SISTEM FUNGSI ITERASI DAN DIMENSI FRAKTAL PADA HIMPUNAN SERUPA DIRI. [Artikel Dosen]

Text Euclid jurnal Sistem fungsi dan dimensi fraktal.pdf Download (514kB)

Abstract

Fractals are geometric shapes that are generated by starting a simple pattern.
Some of the characteristics of fractals include repetition, scaling, and selflikeness. There are several ways to construct a fractal, one of which is by
using the iterative function system (SFI). This study aims to: (1) explain the
iterative function system, (2) find out how to construct fractals, and (3)
calculate fractal dimensions through an iterative function system. This
research is a qualitative descriptive study with the form of literature study
where the sources of information are obtained from books, scientific journals,
and other library materials related to iteration function systems, fractal
dimensions, and self-like assemblies. The results of this study explain that
the iteration function system is a collection of finite contraction mappings.
The way to construct a fractal with an iterative function system is to find the
attractor. The attractor is a fractal shape. And to calculate the fractal
dimension is to find the scale/contraction factor of the map

Item Type:	Artikel Dosen
Subjects:	Q Science > QA Mathematics
Divisi / Prodi:	Faculty of Applied Science and Technology (Fakultas Sains Dan Teknologi Terapan) > S1-Mathematics (S1-Matematika)
Depositing User:	Dr. Julan Hernadi
Date Deposited:	04 Jan 2023 02:32
Last Modified:	04 Jan 2023 02:32
URI:	http://eprints.uad.ac.id/id/eprint/38399

Actions (login required)

View Item