Etnomatemática e a construção de uma educação multicultural na escola

Willyan Ramon de Souza Pacheco Pacheco, Willyan Ramon de Souza
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引用次数: 1

Abstract

The objective of this study is presents ethnomathematics as a multicultural pedagogical suggestion that contributes to mathematics teaching using an African game called yote, considering the relevance of education concentrated on respect to Africans and Afro-descendants mathematics knowledge production and to the potentiality of educator work and organization inclusive curricular structures, anti-racist and non-discriminatory. Methodologically, the study materializes from a qualitative approach, theoretical-reflective, in an exploratory-analytical dimension. Theoretically, it bases on thinking of authors as Topazio (2013); Gerdes (2007); Libâneo (2007); Bueno (2001); D'Ambrosio (2001; 1996); Freire (2016; 2017), among others. Before the discussion held, observe that multicultural education is relevant to mathematics perspective teaching of contribution to decentralize Eurocentric thinking about the social organization of pedagogical work and availability cultural mathematical manifestations historically situated and contextualized from a racial-ethnic perspective. The insertion of African games on mathematics teaching and learning process characterized as a methodology strategy that allows us to use ludic resources exploring the builds process activating mathematics knowledge from a decentralized view, then, allowing the pedagogical approaches dimension Eurocentric hegemonic and the resignification of homogeneous teaching models.
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民族主义与学校多元文化教育的构建
本研究的目的是提出民族数学作为一种多元文化的教学建议,有助于使用一种名为yote的非洲游戏进行数学教学,考虑到教育的相关性,重点是尊重非洲人和非洲后裔的数学知识生产,以及教育工作者工作和组织包容性课程结构的潜力,反种族主义和非歧视。在方法论上,本研究从定性方法、理论-反思、探索-分析维度中具体化。理论上,它基于作者的思考,如Topazio (2013);格迪斯(2007);Libaneo (2007);布埃诺(2001);D 'Ambrosio (2001;1996);Freire (2016;2017)等。在讨论之前,请注意,多元文化教育与数学视角教学有关,有助于分散关于教学工作的社会组织的欧洲中心思想,以及从种族-民族的角度来看,历史上定位和背景化的文化数学表现。非洲游戏在数学教学和学习过程中的插入是一种方法论策略,它允许我们使用有趣的资源,从分散的角度探索构建过程,激活数学知识,然后,允许教学方法维度以欧洲为中心的霸权和同质教学模式的重新定义。
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