O processo constitutivo da Resolução de Problemas como uma temática da pesquisa em Educação Matemática: um inventário a partir de documentos dos ICMEs

Pós-graduação em Educação Matemática - IGCE

Educação matemática encena

Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)

A inserção da educação matemática crítica na escola pública: aberturas, tensões e potencialidades

Pós-graduação em Educação Matemática - IGCE

Contando uma história: ficcionando uma dissertação sobre a relação entre professor e aluno

Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)

A educação matemática no Brasil da perspectiva do discurso de pesquisadores

Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)

Marcadores de tempo Apyãwa: a solidariedade entre os povos e o ambiente que habitam

Fundação de Amparo à Pesquisa do Estado de São Paulo (FAPESP)

Origami: o uso como instrumento alternativo no ensino da geometria

Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)

A interdisciplinaridade no ensino da matemática pela perspectiva da pedagogia histórico-crítica: superando a pedagogia de projetos

Pós-graduação em Docência para a Educação Básica - FC

Um microfone às formigas: crimes, narrativas e História

Some remarks on how Cultural History has been used in Mathematics Education are the main focus of this paper. It tries to discuss, basically, three works (In Cold Blood, by Truman Capote; O crime do restaurante chinês, by Boris Fausto; and Os protagonistas anônimos da História, de Ronaldo Vainfas) in order to present some perspectivas about narratives and textual elaboration in the field of Historiography.

Considerações sobre o uso da linguagem na sala de aula de Matemática

The main goal of this work is to build a sketch on how language is used in mathematics classrooms. We specifically try to understand how teachers use language in order to share meanings with their students. We initially present our main intentions, summarizing some studies that are close to our purposes. The two theoretical frameworks which support our study – the Model of Semantic Fields and the Wittgensteinian “games of language” – are then presented and discussed about their similarities and distinctions. Our empirical data are some classroom activities recorded and turned into “clips”. Such clips were transcribed and our analysis was based on these transcriptions. Data analysis – developed according to our theoretical framework – allowed us to build the so-called “events” and, then, comment on some understandings on how language can be used in mathematics classrooms.

Outras Inquisições: apontamentos sobre sistematizações, Hermenêutica e História Oral

The starting point of this paper are some avaliable analyses and characterizations about the academic production in History of Mathematics Education in Brazil. A specific reading of such readings – an hermeneutical approach of those avaliable reviews – allows us to put the focus on some features of Oral History thought as a qualitative methodological approach to researches in Mathematics Education.

Escola técnicas agrícolas: um estudo sobre ensino de Matemática e formação de professores

The central focus of this paper is to establish that the Brazilian Education Programa to prepare professionals in Technical-Agricultural Schools is suffering a kind of marginalization which comes from two distinct perspectives: the intention to prepare professionals (being a branch of Technical Education) and the relationship to the countryside (a community space historically seen as peripheral in its relation to urban culture). The paper discusses – from a historical and sociological point of view and using Oral History as methodological approach – the experiences of Math’s teachers in their daily struggles against some conceptions of other teachers (mainly those of technical areas) and against all the “regular” schooling system.

Registrar oralidades, analisar narrativas: sobre pressupostos da História Oral em Educação Matemática

The discussion about some features of the general framework which allows the use of Oral History in Mathematics Education is the main theme of this paper. Also the conception about what Oral History is, its theoretical baskgrounds, some of its purposes and the range of its results to Math Education research community are considered, as well the link between such method and the narratives, focusing what narratives are and how narratives can be analysed. A brief description of specific themes and researches developed in such approach, in Brazil, ends this article.

História oral em educação matemática: contribuições para um referencial

The main intention of this paper is to present how a Research Group in Mathematics Education – known as GHOEM, “Oral History and Math Education” Research Group – is taking Oral History into account in Mathematics Education researches, sometimes challenging and expanding this specific methodological approach in order to better answer questions in Math Education field. The composition of such group, as frequently occurs in a research community, is dynamic. So, the works taken into consideration in this paper were those written by researchers which were GHOEM members at the time they published their results.

Sobre a identidade do Centro de Educação Matemática (CEM): acidentes de uma leitura cartesiana

In this paper we present results of research conducted on the constitution of the identity of CEM (Centre for Mathematics Education), a group of mathematics teacher educators from the city of São Paulo, Brazil (1984-1997). We emphasize the processes of constitution of CEM’s identities, on the perspective of Oral History in Mathematics Education, of the Model of Semantic Fields and of theories of identities. As part of the broader endeavor of examining possibilities for constituting identities for the group, from several theoretical standpoints, here we report an exercise on constituting the identity of CEM from a Cartesian standpoint; the overall assumption is that we are not properly interested in what CEM is or was, but on the possibilities themselves. We argue that such analysis leads to an understanding of the group as being an accident involving the individual identities of its members but not to an understanding of CEM’s group identity as such.