861 resultados para Educação matemática crítica
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Um conjunto de depoimentos coletados oralmente e de fontes escritas disponíveis no arquivo inativo de um antigo Grupo Escolar paulista é analisado em paralelo à literatura sobre o Movimento Escolanovista visando a compreender os modos como um ideário se impõe, no cotidiano das práticas escolares, num ritmo constante de avanços e resistências, alterações e manutenções. Ao mesmo tempo, defende-se que o Movimento Escolanovista – ou qualquer proposta educacional – não é um bloco maciço de significados fixos, mas uma leitura, uma mobilização, uma apropriação que, segundo os vários significados a ele atribuídos, implica a efetivação de algumas práticas no interior da escola.
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Based on some experiences of research in History of Mathematics Education, this paper presents twenty fragments related to the practice of Historiography in order to bring some questions about such practice in the domain of Mathematics Education.
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The main goal of this paper is to discuss the production of meaning of the Modern Math Movement. The main sources were data available in school archives and interviews with former teachers that we use in order to focus on the diversity of perspectives -that complement it or oppose it-, which comes up when teachers refer to the Movement. Using this process of signification, teachers whether accept it, invalidate it or adapt it to guidelines imposed to them in their teaching activities. We establish a methodology by following the premises of Oral History to gather oral testimonies. The theoretical foundations in which this article is written are the guidelines of Paul Ricoeur’s Hermeneutics, John Thompson’s Depth Hermeneutics and Bolívar’s narrative analysis.
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Taking referential theoretical conceptions of mathematical knowledge present in some of the main mathematics philosophical currents and considering that the teacher´s practice is influenced by his conception of mathematical knowledge, this research aims to understand the conceptions of mathematical knowledge and its teaching and learning teaching of future mathematicians. It follows a qualitative approach (case study) in which the data were collected by semi-structured interviews and document analysis. This investigation has pointed out that Mathematics together with Mathematics Teaching (or part of this: on the didactic and pedagogical knowledge of how to teach) could be important to formation of the future mathematician, who will probably teach in a college or university.
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This article aims to reflect on the qualitative analysis regarding the modification and the acquisition of new knowledge, as well as to identify the contribution of computer use in an intervention activity. It was used content analysis and it was created categories and units of analysis and from the frames containing the analysis of the categories it was randomly chosen four groups which led to their evaluation. Concerning to such frames of analysis and evaluation of the frequency of the records it was structured a metatext. The result of the analysis has shown the students' difficulty to realize their records, to express their interpretations and understandings in their mathematical activities by using the English language. It was noticed that the activity performed using the software Geogebra, based on the constructionist view, make possible the students to identify the modification and acquisition of new concepts.
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According to our conceptions, to study the so called Projeto Minerva (PMi) – an action of Brazilian Military Dictatorship, implemented in the 1970s, which intended to provide access to Primary and Secondary Schools for thousands of Brazilians throughout the country, using a cheap, and at that time a widely -spread medium, the radio – implies to study not only a unique education strategy, but a variety of circumstances that allows it to be created and developed throughout its 10 years of existence in various Brazilian locations. Each circumstance, each region, each way of doing of each person involved in its development constitutes a different Minerva – that’s why we choose the plural to treat it: the Minerva ProjectS. In this paper we present one of the many possible histories about such project. Synthetically, we present some historiographical aspects of its creation, development and extinction and, based on a study about one of its lessons (related to Analitic Geometry), we try to evidence differences between a spoken mathematics and a written mathematics. According to the the oretical framework used in this text, inspired by the Wittgenstein's language philosophy, the Project articulates various mathematics, what is different of saying that the project deals with the "usual" Mathematics merely changing the way of communicate it.
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Based on the study of some philosophical schools – such as the Cartesian Racionalism, the Empiricism of Hume and Kant’s Criticism – and of some brief remarks on Mathematics in ancient world – particularly the greek Mathematics – this paper intends to understand how the euclidean ideas have been taken for a long time as a model of how to geometrize and of what Mathematics is.
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Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)
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A proposta deste estudo teve início a partir das dificuldades apresentadas na formalização e sistematização dos cálculos matemáticos, por um grupo de alunas da Educação de Jovens e Adultos, em uma Escola Municipal de Rio Claro- SP. A pesquisa, que ora proponho, visa entender a importância das experiências e vivencias trazidas por pessoas com baixa ou nenhuma escolaridade, para entendermos o porquê de fazerem cálculos mentais matemáticos com alguma facilidade e encontrarem grandes dificuldades na sistematização/ formalização desses cálculos e como os jogos lúdicos matemáticos podem ser considerados fundamentais nesse processo de formalização das contas. Essa dificuldade, muitas vezes, repercute em entraves na escolarização regular dessas pessoas. Para pensar nessa problemática inicialmente elegemos como referenciais e materiais teóricos autores como Danyluk, Freire, Fonseca, Vigotsky, entre outros; são estudiosos que vêm contribuindo para a compreensão dos referidos processos e da linguagem matemática. No que concerne às experiências, buscaremos aportes em Larrosa. Em continuidade, será organizado um estudo baseado em registros, documentos e relatos de um acompanhamento da estagiária de aulas de matemática em uma sala de EJA, do Programa Institucional de Iniciação a Docência- PIBID que vem acontecendo na cidade de Rio Claro- SP, desde o ano de 2010. Os procedimentos de análise nortear-se-ão, além dos autores citados acima, pela análise do material gerado por meio dos registros, obtidos em sala de aula, pautando-nos pelas categorias de codificação (BOGDAN & BIKLEN). Entendemos que levantar elementos e analisar essas dificuldades podem contribuir para a compreensão do processo de construção da cultura e linguagem matemática, por essas pessoas, podendo assim contribuir para um novo olhar sobre a educação matemática nesse segmento da educação
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Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)
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Pós-graduação em Educação Matemática - IGCE
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Pós-graduação em Educação Matemática - IGCE
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Pós-graduação em Educação Matemática - IGCE
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Pós-graduação em Educação Matemática - IGCE