Research on the Infiltration of Mathematical Culture in Class from the Perspective of Situated Cognition Theory

Meifang Zhou, Aimin Zheng, Chenxiao Guo, Huiru Chen
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Abstract

Mathematical culture contains mathematical ideas, methods, spirits, and their occurrence and evolution processes. Integrating mathematical culture into the mathematics class can develop students’ thinking and promote their comprehension of knowledge. The situated cognition theory helps students connect mathematical culture with real life. This paper analyzes the possibilities of integrating situated cognition theory with mathematical culture and explores the practical paths for such integration.
情境认知理论视角下的课堂数学文化渗透研究
数学文化包含数学思想、数学方法、数学精神及其产生和演变过程。将数学文化融入数学课堂,可以发展学生的思维,促进学生对知识的理解。情境认知理论帮助学生将数学文化与现实生活联系起来。本文分析了情境认知理论与数学文化整合的可能性,并探讨了情境认知理论与数学文化整合的实践路径。
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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