数学话语的文化符号学

IF 0.9 3区 社会学 0 HUMANITIES, MULTIDISCIPLINARY
Semiotica Pub Date : 2024-07-12 DOI:10.1515/sem-2023-0030
Carola Manolino
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引用次数: 0

摘要

数学通常被定义为一种 "通用 "或 "常规 "语言。然而,事情可能并非如此简单。符号圈的理论视角以及与之相关的语境和空间动态概念(文化冲突的概念就在其中),为数学教育研究提供了一个新的框架,以考虑数学话语的文化层面。正是在这一框架下,学习意识才得以产生,教学挑战也不再被视为独立于所教(或将要教)的内容。这不是消除文化冲突的问题,而是利用不对称的概念来理解数学话语。与异国文化的接触会让人审视自己的做法。以丹麦数字为例,将其与意大利六年级课堂上的数学话语并列,深入探讨了该框架的实际应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Cultural semiotics for mathematical discourses
Mathematics is often defined as a “universal” or “conventional” language. Yet, things may be not as simple as that. The theoretical lens of the semiosphere, with the related notions of context and spatial dynamics, within which the concept of cultural conflict is defined, provides a new framework for research in mathematics education to consider the cultural aspects of mathematical discourses. It is under this framework that learning awareness occurs, and teaching challenges are no longer conceived as independent of the content taught (or to be taught). It is not a question of nullifying the cultural conflict, but exploiting the concept of asymmetry to make sense of mathematical discourse. Meeting foreign cultures leads to looking at one’s own practices. An example drawn from Danish numerals, juxtaposed with a mathematical discourse occurring in a sixth-grade classroom in Italy, delves into the practical application of the framework.
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来源期刊
Semiotica
Semiotica Multiple-
CiteScore
1.30
自引率
37.50%
发文量
65
期刊介绍: Semiotica, the Journal of the International Association for Semiotic Studies, founded in 1969, appears in five volumes of four issues per year, in two languages (English and French), and occasionally in German. Semiotica features articles reporting results of research in all branches of semiotic studies, in-depth reviews of selected current literature in this field, and occasional guest editorials and reports. From time to time, Special Issues, devoted to topics of particular interest, are assembled by Guest Editors. The publishers of Semiotica offer an annual prize, the Mouton d"Or, to the author of the best article each year. The article is selected by an independent international jury.
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