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首页> 外文期刊>Educational Studies in Mathematics >On semiotics and subjectivity: a response to Tony Brown’s “signifying ‘students’, ‘teachers’, and ‘mathematics’: a reading of a special issue”
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On semiotics and subjectivity: a response to Tony Brown’s “signifying ‘students’, ‘teachers’, and ‘mathematics’: a reading of a special issue”

机译:关于符号学和主观性:回应托尼·布朗(Tony Brown)的“象征”学生”,“老师”和“数学”:读一本特刊。

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摘要

In this response we address some of the significant issues that Tony Brown raised in his analysis and critique of the Special Issue of Educational Studies in Mathematics on “Semiotic perspectives in mathematics education” (Sáenz-Ludlow & Presmeg, Educational Studies in Mathematics 61(1–2), 2006). Among these issues are conceptualizations of subjectivity and the notion that particular readings of Peircean and Vygotskian semiotics may limit the ways that authors define key actors or elements in mathematics education, namely students, teachers and the nature of mathematics. To deepen the conversation, we comment on Brown’s approach and explore the theoretical apparatus of Jacques Lacan that informs Brown’s discourse. We show some of the intrinsic limitations of the Lacanian idea of subjectivity that permeates Brown’s insightful analysis and conclude with a suggestion about some possible lines of research in mathematics education.
机译:在此回应中,我们解决了托尼·布朗在对“数学教育中的符号学观点”的数学教育研究专刊的分析和批评中提出的一些重要问题(Sáenz-Ludlow和Presmeg,《数学教育研究》 61(1) –2),2006年)。这些问题包括主观性的概念化和皮尔士人和维果斯基人符号学的特殊读法可能会限制作者定义数学教育中关键角色或要素(即学生,教师和数学性质)的方式的观念。为了加深对话,我们对布朗的做法进行了评论,并探讨了雅克·拉康(Jacques Lacan)的理论工具,该理论为布朗的演讲提供了信息。我们展示了拉康主义的主观性观念的某些内在局限性,这种局限性贯穿于布朗的有见地的分析,并以对数学教育中一些可能的研究方向提出了建议。

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