ETHNOMODELLING: FRACTAL GEOMETRY ON THE DOOR ORNAMENT OF THE SUMENEP PALACE USING THE LINDENMAYER SYSTEM

Authors

DOI:

https://doi.org/10.33603/x5gk7n46

Keywords:

Ethnomodelling, Ethnomathematics, Sumenep Palace, Lindenmayer System

Abstract

The Sumenep Palace area is one of the cultural heritage relics of the Duke of Sumenep, which is still preserved today. This research aims to reveal the fractal model of door ornament in the Koneng Office of Sumenep Palace. A qualitative method with an ethnography type is used. Data were collected through initial observation, literature study, interviews, and documentation. Analysis of the fractal form is done with the Lindenmayer system method and constructed with the help of the L-Studio application. The results of the study revealed the existence of fractal structures on the door ornament of the Sumenep palace office. The length, angle, and ratio of each part of the ornament influence the fractal shape. The findings of this study can be utilized in learning mathematics in lectures, such as fractal geometry and computational geometry.

Author Biographies

  • Muhammad Zia Alghar, UIN Maulana Malik Ibrahim

    Magister Pendidikan Matematika UIN Maulana Malik Ibrahim

  • Jamaluddin, UIN Maulana Malik Ibrahim

    Magister Pendidikan Matematika UIN Maulana Malik Ibrahim

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Published

2024-05-05

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Section

Articles

How to Cite

ETHNOMODELLING: FRACTAL GEOMETRY ON THE DOOR ORNAMENT OF THE SUMENEP PALACE USING THE LINDENMAYER SYSTEM. (2024). EUCLID, 11(1), 1-16. https://doi.org/10.33603/x5gk7n46

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