An Algorithm for Constructing Equations of Geometry Fractals Based on Theories of R-functions | IEEE Conference Publication | IEEE Xplore

An Algorithm for Constructing Equations of Geometry Fractals Based on Theories of R-functions


Abstract:

This article discusses the construction of fractal equations, the classical set of Cantor and consisting of spirals based on theories of R-functions (RFM), using recursio...Show More

Abstract:

This article discusses the construction of fractal equations, the classical set of Cantor and consisting of spirals based on theories of R-functions (RFM), using recursion procedures. According to the constructed equations, various prefractals can be generated depending on the number of iterations. All results are shown as a raster chart.
Date of Conference: 22-24 October 2020
Date Added to IEEE Xplore: 17 November 2020
ISBN Information:
Conference Location: Istanbul, Turkey

I. Introduction

Fractal geometry arose in the 19th century. Using a simple repeating procedure, Cantor turned the line into a set of unconnected points, and the so-called Cantor dust was obtained [2, 3].

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References

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