The Arch Meets the Line: Geometries of Innovation and Conveyance

IF 0.1 0 ART
Elizabeth Perrill
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引用次数: 0

Abstract

Abstract Teaching mathematical and geometric concepts through art forms that are a part of indigenous knowledge systems (IKSs) has become a key aspect of pedagogical transformation in many national arts and sciences curricula. This article delves into the nuances of artistic innovation, marketing, and mathematical process in contemporary Zulu, South Sotho, and Venda ceramic practices in both individual studio and workshop settings. The work of Azolina MaMncube Ngema, Lenky Nhlapo, and the Mukondeni Pottery Village are discussed in relation to expanding fields of ceramic consumption. Ceramic artists’ first-hand engagement in classroom workshops, portrayal in pedagogical writings, and strategic engagement with touristic venues are framed in the context of geometric reasoning, visual innovation, and potential classroom innovation.
拱门与线条相遇:创新与传达的几何图形
通过作为土著知识系统(iks)一部分的艺术形式教授数学和几何概念已成为许多国家艺术和科学课程教学转型的一个关键方面。本文深入研究了当代祖鲁、南索托和文达陶瓷实践中艺术创新、营销和数学过程的细微差别,包括个人工作室和车间设置。讨论了Azolina MaMncube Ngema, Lenky Nhlapo和Mukondeni陶器村的工作与扩大陶瓷消费领域的关系。在几何推理、视觉创新和潜在的课堂创新的背景下,陶瓷艺术家在课堂研讨会中的第一手参与,在教学著作中的写照,以及与旅游场所的战略合作。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
De Arte
De Arte ART-
CiteScore
0.20
自引率
0.00%
发文量
7
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