爪哇传统清真寺建筑对小学数学学习的几何模式与哲学价值:民族人类学研究

Eka Zuliana, Siti Irene Astuti Dwiningrum, Ariyadi Wijaya, Yoppy Wahyu Purnomo
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引用次数: 0

摘要

的目标。本研究是一项民族数学研究,旨在描述和解释印度尼西亚传统清真寺的著名建筑和装饰的哲学价值和几何图案。方法。该报告随后采用人种学方法,通过观察、文献和焦点小组讨论(FGD)获得数据。此外,研究对象是一名文化从业者和一组教育工作者,其中包括印度尼西亚中爪哇的五名小学教师。在研究过程中进行了访谈、观察和文献记录。对数据进行定性分析。结果。首先,从数据分析中发现,爪哇传统清真寺的建筑和装饰中包含了几个哲学价值观,如人与上帝和人类同伴之间必须始终存在的关系,伊斯兰教,iman(信仰),Ihsan(善良),开放,诚实,服从,谦卑。第二部分表明爪哇建筑和印度尼西亚传统清真寺的装饰与作为学习来源和数学学习过程起点的几何图案(长方体和圆柱体)、对称图案和几何变换(旋转)之间的关系。结论。这些结果对小学教师在教授几何时特别有用。通过文化作为语境或起点,新的数学学习资源也被用于几何学习。此外,这些文物的哲学意义培养了人们对土著文化和良好品格价值观的兴趣。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Geometrical Patterns and Philosophical Value of Javanese Traditional Mosque Architecture for Mathematics Learning in Primary School: An Ethnomathematic Study
Aim. This study is an ethnomathematical study that aims to describe and interpret the philosophical value and geometrical patterns of the famous architecture and ornament of the Indonesian traditional Mosque. Methods. This report subsequently used an ethnographic method, with data being obtained through observation, documentation, and Focus Group Discussion (FGD). Furthermore, the study subjects were a cultural practitioner and a group of educators, containing five primary school teachers in Central Java, Indonesia. Interviews, observation, and documentation were conducted during the research. The data was analysed qualitatively. Results. First, from the data analysis, it was found that there are several philosophical values contained in the architecture and ornaments of a Javanese traditional mosque such as the relationship that must always exist between humans and God and fellow human beings, Islam, iman (faith), Ihsan (kindness), openness, honesty, obedience, and humility. The second indicates the relationship between the Javanese architecture and ornament of the Indonesian traditional Mosque and the geometrical patterns (the cuboid, and cylinder), symmetrical patterns, and geometry transformation (rotation) used as the source of learning and starting point to the mathematical learning process. Conclusions. These results were specifically useful to primary school teachers when teaching geometry. Through culture as a context or starting point, the new mathematical learning resource was also used for geometric learning. In addition, the philosophical significance of these artifacts fostered an interest in the indigenous culture and good character values.
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