Vol. 6 No. 2 (2016): jul./dec.

Published:
2016-07-01
Editorial
Paper
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Is mathematical knowledge constructed? A cultural-historical critique of object oriented conceptions of learning activity
Visualizações do artigo: 45 PDF downloads: 36 -
Theoretical approaches of the historical-critical pedagogy to understand the universality of mathematical knowledge: implications for teaching
Visualizações do artigo: 45 PDF downloads: 70 -
Conceptual nexuses of algebraic knowledge: a study from the starting point of the historic and logical movement
Visualizações do artigo: 74 PDF downloads: 73 -
Dialectical and historical method, cultural-historical theory and education: some appropriation in research on education of teachers who teach mathematics
Visualizações do artigo: 78 PDF downloads: 162 -
Dialectical and historical method, cultural-historical theory, teacher education, Mathematics Education
Visualizações do artigo: 42 PDF downloads: 50 -
Changing teachers’ mathematical knowledge during their teaching activity
Visualizações do artigo: 58 PDF downloads: 43 -
Program for solving problems as method for development of logic thinking in school children
Visualizações do artigo: 69 PDF downloads: 61 -
Contributions of the cultural-historical theory to mathematics teaching in the early years of school
Visualizações do artigo: 47 PDF downloads: 51 -
What does school work reveal on the teaching of Geometry in year 2 of the primary school?
Visualizações do artigo: 42 PDF downloads: 35 -
Mathematics Education in a cultural-historical perspective: elements for a new school culture
Visualizações do artigo: 54 PDF downloads: 31 -
The theory of objectification and its place among sociocultural research in Mathematics Education
Visualizações do artigo: 163 PDF downloads: 81 -
The views of lay numeracy instructors in a freirean literacy program
Visualizações do artigo: 75 PDF downloads: 66 -
Designing aesthetic experiences for young mathematicians: a model for Mathematics Education reform
Visualizações do artigo: 137 PDF downloads: 42 -
How affordances and constraints of physical and virtual manipulatives support the development of procedural fluency and algorithmic thinking in Mathematics
Visualizações do artigo: 56 PDF downloads: 32