Istana Dalam Loka 传统房屋的几何概念:民族数学研究

Maulidia Dwi Meyundasari, I. D. Hastuti, S. Syaharuddin, Saba Mehmood
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引用次数: 0

摘要

本研究探讨了位于西努沙登加拉的达兰洛卡(Istana Dalam Loka)传统房屋中的传统建筑哲学和民族数学几何。本研究采用人种学设计的定性方法,通过观察和采访主要信息提供者、主要信息提供者和其他信息提供者收集数据。研究结果表明,数学概念体现在每一个建筑元素中,如门、露台、楼梯、盾牌(kantar)、坎达加(kandaga)、苏丹的轿子(tandu)、菠萝装饰和框架中的矩形。研究还在苏丹的童轿、玻璃盒和窗户上发现了方形概念。圆形概念出现在巴东(badong)中,等腰三角形的概念出现在屋顶上,为创造性几何学习提供了潜力。这项研究的意义在于利用当地文化中的几何实例丰富学生的数学教育。将民族数学融入小学课程可以拓宽学生的文化视野,提高学生的学习参与度,丰富学生对数学的理解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The geometric concepts of the Istana Dalam Loka traditional house: An ethnomathematics study
This study explores the philosophical aspects of traditional architecture and ethnomathematics geometry in the Istana Dalam Loka traditional house, located in West Nusa Tenggara. Employing a qualitative approach with an ethnographic design, data were gathered through observations and interviews with key, primary, and additional informants. Findings indicate that mathematical concepts are reflected in every architectural element, such as rectangles in doors, terraces, stairs, shields (kantar), kandaga, the sultan's palanquin (tandu), pineapple decoration, and frames. The study also identifies square concepts in the sultan's child's palanquin, glass boxes, and windows. Circular concepts are found in badong, and the concept of an isosceles triangle is present in the roof, offering potential for creative geometry learning. This research has implications in enriching students' mathematical education by utilising geometric examples from local culture. Integrating ethnomathematics into elementary school curricula can broaden students' cultural perspectives, increase student engagement in learning, and enrich students' understanding of mathematics.
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