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A Relational Perspective on Issues of Cultural Diversity and Equity as They Play Out in the Mathematics Classroom

机译:数学课堂中文化多样性和公平问题的关系视角

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In this article, we present a relational perspective in which cultural diversity is viewed as a relation between people's participation in the practices of different communities. In the case at hand, the relevant practices were those of students' local, home communities, and the broader communities to which they belonged in wider society on the one hand and the specifically mathematical practices established by the classroom community on the other hand. In the 1st part of the article, we discuss how we might characterize the practices of these various communities by drawing on Wenger's (1998) notion of a community of practice and on Gee's (1997) notion of a Discourse. In doing so, we question the manner in which students are frequently classified exclusively in terms of the standard categories of race and ethnicity in investigations of equity in mathematics education. Later in the article, we clarify that in addition to focusing on the continuities and contrasts between the practices of different communities, the relational perspective also encompasses issues of both power and identity. As we illustrate, the gatekeeping role that mathematics plays in students' access to educational and economic opportunities is not limited to differences in the ways of knowing associated with participation in the practices of different communities. Instead, it also includes difficulties that students experience in reconciling their views of themselves and who they want to become with the identities that they are invited to construct in the mathematics classroom.
机译:在本文中,我们提出了一种关系视角,其中文化多样性被视为人们参与不同社区实践之间的关系。在当前情况下,相关实践一方面是学生的本地,家庭社区以及他们所属的更广泛社区的更广泛社区的实践,另一方面是课堂社区所建立的具体数学实践。在本文的第一部分中,我们将讨论如何利用Wenger(1998)的实践社区概念和Gee(1997)的话语概念来表征这些不同社区的实践。在此过程中,我们质疑在数学教育公平性调查中,通常仅根据种族和种族的标准类别对学生进行分类的方式。在本文的后面,我们澄清说,除了关注不同社区实践之间的连续性和差异性之外,关系视角还涵盖了权力和身份问题。正如我们所说明的那样,数学在学生获得教育和经济机会方面的守门作用不仅限于与参与不同社区实践相关的认识方式上的差异。取而代之的是,它还包括学生在调和自己的观点以及想与谁成为受邀在数学教室中建构的身份的观点时遇到的困难。

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