指数行为和变分实践在智利新闻广播:社会认识论的观点。

IF 2 2区 教育学 Q2 EDUCATION & EDUCATIONAL RESEARCH Zdm-Mathematics Education Pub Date : 2023-01-01 DOI:10.1007/s11858-022-01458-z
Ricardo Cantoral, Lianggi Espinoza, Claudio Gaete-Peralta
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引用次数: 0

摘要

我们在本文中报告的研究是在社会认识论理论框架内进行的,并处理了变分实践在理解COVID-19大流行图表中的基本作用。鉴于媒体上与大流行病有关的数学图表的激增,我们建议分析在解释指数行为图表时使用的变分做法,该指数行为图表是智利一档高收视率的新闻广播用来向民众通报智利的大流行病的。为此目的,进行了与文献分析技术交织在一起的专题分析,以描述新闻广播中显示的图表类型,并研究了变分参考系统,以分析变分做法的使用。为了获得我们的结果,确定了大流行开始时新闻广播中最常出现的图表类型,并分析了在这些图表中使用比较、序列化和预测的变分方法。总之,本文讨论了指数函数的概念演变需要伴随着学校的实用主义演变,这种演变有利于学生群体中变分实践的使用和发展。
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Exponential behaviour and variational practices in Chilean newscasts: a socioepistemological view.

The research on which we report in this paper was framed within the socioepistemological theory and dealt with the fundamental role of variational practices in the understanding of COVID-19 pandemic graphs. Given the proliferation of mathematical graphs related to the pandemic in the media, we proposed to analyse the variational practices in use in the interpretation of graphs of exponential behaviour that a Chilean newscast of high rating used to inform the population about the pandemic in Chile. For this purpose, a thematic analysis intertwined with documentary analysis techniques was carried out, in order to describe the types of graphs shown in the newscast, and a variational reference system was studied to analyse the use of variational practices. To obtain our results, the types of graphs most frequently shown in the newscast at the beginning of the pandemic were identified and the use of the variational practices of comparison, seriation and prediction in such graphs was analysed. In conclusion, the need is discussed for the conceptual evolution of the exponential function to be accompanied by a pragmatic evolution in school that favours the use and development of variational practices in the student body.

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来源期刊
Zdm-Mathematics Education
Zdm-Mathematics Education EDUCATION & EDUCATIONAL RESEARCH-
CiteScore
6.40
自引率
10.00%
发文量
124
期刊介绍: ZDM – Mathematics Education is one of the oldest mathematics education research journals. The papers appearing in the seven themed issues per year are strictly by invitation only followed by internal peer review by the guest-editors and external review by invited experts. The journal exists to survey, discuss and extend current research-based and theoretical perspectives as well as to create a forum for critical analyses of issues within mathematics education. The audience is pre-dominantly mathematics education researchers around the world interested in current developments in the field.
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