R-FUNKSIYA USULINI (RFM) QO‘LLAGAN HOLDA KO‘P O‘LCHOVLI FRAKTAL TUZILISHDAGI TASVIRLARNI GEOMETRIK MODELLARINI ISHLAB CHIQISH

R-FUNKSIYA USULINI (RFM) QO‘LLAGAN HOLDA KO‘P O‘LCHOVLI FRAKTAL TUZILISHDAGI TASVIRLARNI GEOMETRIK MODELLARINI ISHLAB CHIQISH

Authors

  • Anarova Sh.A TATU professori
  • Ibrohimova Z.E TATU Samarqand filiali dotsenti
  • Boliyeva D.N Raqamli texnologiyalar va sun’iy intellektni rivojlantirish ilmiy-tadqiqot instituti doktoranti

Keywords:

Fraktal, RFM, IFS, geometrik model, 3D obyekt, murakkab shakllarni vizuallashtirish.

Abstract

This article is devoted to the construction of geometric models and algorithms
for the visualization of multidimensional shapes with complex fractal structures using geometric
methods, R-functions and the Iteration Function System (IFS) method. The results of the
generation of 3D objects based on this algorithm are presented.

References

Anarova Sh., Ibrokhimova Z., Berdiev G. An Algorithm for Constructing Equations of Geometry Fractals Based on Theories of R-Functions // 2020 4th International Symposium on Multidisciplinary Studies and Innovative Technologies (ISMSIT). – 2020. – P. 192–196. DOI: 10.1109/ISMSIT50672.2020.9254635.

Demir I., Aliaga D.G., Benes B. Proceduralization of Buildings at City Scale // 2014 2nd International Conference on 3D Vision (3DV). – Vol. 1. – IEEE, 2014. – P. 456–463.

Demko S., Hodges L., Naylor B. Construction of Fractal Objects with Iterated Function Systems // ACM SIGGRAPH Computer Graphics. – 1985. – Vol. 19.

McGraw T., Herring D. Shape Modeling with Fractals // Advances in Visual Computing. – Springer, 2014. – P. 540–549.

Published

2025-04-18

How to Cite

Anarova Sh.A, Ibrohimova Z.E, & Boliyeva D.N. (2025). R-FUNKSIYA USULINI (RFM) QO‘LLAGAN HOLDA KO‘P O‘LCHOVLI FRAKTAL TUZILISHDAGI TASVIRLARNI GEOMETRIK MODELLARINI ISHLAB CHIQISH. MANAGEMENT AND ECONOMICS SCIENTIFIC RESEARCH JOURNAL, 2(2), 188–191. Retrieved from https://journals.timeedu.uz/index.php/mesr/article/view/382

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