An exploration of ethnomathematics at Sewu Temple in Yogyakarta

Dina Sulistyowati, R. P. Khotimah
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Abstract

This study explores the elements of mathematics (geometry and arithmetic) in Sewu Temple. As the research is qualitatively discussed, ethnographic design is appropriately implemented with observation, interviews, and documentation for collecting data. The data analysis technique shares four steps; collecting, reducing, presenting, and drawing a conclusion—the validity of the data using triangulation techniques. The results of this study indicate that there are mathematical elements in the shape of the building and the reliefs of Sewu Temple; flat shapes, spatial shapes, geometric transformations, and arithmetic sequences. The existing flat forms include; squares, rectangles, isosceles trapezoids, right trapezoids, circles, triangles, and octagons. Furthermore, blocks, tubes, and rectangular pyramids are included in existing shapes. The geometric transformations are in the form of reflection (mirror), translation (shift), and dilation (multiplication). The results of the ethnomathematical exploration at Sewu Temple can be used as instructional teaching for mathematics in schools, especially in geometry, geometric transformations, and arithmetic sequences.
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日惹色物寺的民族数学探索
本研究探讨塞物寺的数学元素(几何与算术)。随着研究的定性讨论,民族志设计适当地通过观察、访谈和收集数据的文件来实施。数据分析技术分为四个步骤;收集、简化、呈现并得出结论——使用三角测量技术的数据有效性。研究结果表明:寺物寺的建筑造型和浮雕中存在数学元素;平面形状、空间形状、几何变换和等差数列。现有的平面形式包括;正方形、矩形、等腰梯形、右梯形、圆形、三角形和八边形。此外,块状、管状和矩形金字塔也包括在现有的形状中。几何变换的形式有反射(镜像)、平移(移位)和扩张(乘法)。Sewu寺民族数学探索的成果可以作为学校数学教学的指导教学,特别是几何、几何变换、等差数列。
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