Etnomatemática: das ideias à propostas de práticas docentes

Dissertação2022

Carla Ralessa Souza da Silva

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Resumo

The way mathematics teaching is developed in the classroom reflects many of the ideas that circulate in the school environment about mathematics, its importance and its learning. This text presents the results of a qualitative research carried out with teachers and students of the Mathematics Degree course at the Universidade do Estado do Amazonas (UEA). The general objective of the research is to understand the ideas of Ethnomathematics built by mathematics teachers, trainers and in training, in the Mathematics Degree course at the Universidade do Estado do Amazonas, to develop proposals for Didactic Sequences based on the principles of Ethnomathematics. The specific objectives are to identify, according to theorists in the field of Mathematics Education, what kind of relationships Ethnomathematics subsidizes in or for the teaching of mathematics; to know the understanding that teacher trainers, in the Mathematics Degree course at UEA, express about Ethnomathematics; to know the understanding expressed by future mathematics teachers about Ethnomathematics; and, to propose Didactic Sequences for the teaching of mathematics in the perspective of Ethnomathematics. The theoretical basis of the research was based on scholars of Ethnomathematics, particularly on the ideas of Ubiratan D’Ambrosio, Tereza Vergani and Paulus Gerdes. The results presented were built, initially, from a bibliographic survey where articles and books by authors in the area of Ethnomathematics were selected that formed the theoretical basis for understanding the phenomenon studied and, later, a selection of conclusion works of course, dissertations and theses defended at public universities in the state of Amazonas and at the Amazon Science and Mathematics Education Network (REAMEC). Structured interviews were also carried out with teacher trainers and questionnaires with UEA students. As a result of the bibliographic data, didactic sequences are proposed, elaborated from the ethnomathematical indications present in the analyzed researches, for the teaching of mathematics in the final years of Elementary School. Data analysis took place through a triangulation of sources whose results indicate that Ethnomathematics is a field of study of Mathematics Education capable of valuing mathematical ideas present in sociocultural activities developed or witnessed by students, outside the school context, which underlie the experiences brought by students to the classroom, which can be contexts for mathematical learning in different school contexts. Keywords: Ethnomathematics; Mathematical ideas; Sociocultural practices.

Dados da obra

Tipo
Dissertação (mestrado)
Instituição
UEA
Ano
2022
Idioma
pt
Palavras-chave
Etnomatemática; Ideias matemáticas; Práticas socioculturais; Ethnomathematics; Mathematical ideas; Sociocultural practices; Ensino aprendizagem; Prática docente
Temas
Etnomatemática
Handle
https://ri.uea.edu.br/handle/riuea/5260
Acesso
Texto completo na fonte
Fontes
BDTD/IBICT
Na Biblioteca desde
27/09/2026 · verificada em 27/09/2026

Como citar

ABNT
SILVA, Carla Ralessa Souza da. Etnomatemática: das ideias à propostas de práticas docentes. 2022. Dissertação (Mestrado) – UEA, 2022. Disponível em: https://ri.uea.edu.br/handle/riuea/5260. Acesso em: 5 nov. 2026.

APA

Silva, C. R. S. d. (2022). Etnomatemática: das ideias à propostas de práticas docentes [Dissertação de mestrado, UEA]. https://ri.uea.edu.br/handle/riuea/5260

BibTeX
@mastersthesis{silva2022,
  author = {Silva, Carla Ralessa Souza da},
  title = {Etnomatemática: das ideias à propostas de práticas docentes},
  year = {2022},
  school = {UEA},
  url = {https://ri.uea.edu.br/handle/riuea/5260},
  language = {pt}
}
RIS
TY  - THES
AU  - Silva, Carla Ralessa Souza da
TI  - Etnomatemática: das ideias à propostas de práticas docentes
PY  - 2022
PB  - UEA
UR  - https://ri.uea.edu.br/handle/riuea/5260
LA  - pt
ER  - 

Referência gerada automaticamente a partir dos metadados das fontes; confira com o documento original. Baixar BibTeX · Baixar RIS

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