This paper reports sophistication levels in third grade children’s understanding of polygon concept and polygon classes. We consider how children endow mathematical meaning to parts of figures and reason to identify relationships between polygons. We describe four levels of sophistication in children’s thinking as they consider a figure as an example of a polygon class through spatial structuring (the mental operation of building an organization for a set of figures). These levels are: (i) partial structuring of polygon concept; (ii) global structuring of polygon concept; (iii) partial structuring of polygon classes; and (iv) global structuring of polygon classes. These levels detail how cognitive apprehensions, dimensional deconstruction, ...
International audienceWe conducted a teaching experiment of ten lessons with third-grade students (9...
This research addresses elementary school prospective teachers’ education in geometry and takes plac...
This study examined seven 4th and 5th graders' geometric thinking, specifically their understanding ...
The goal of this study was to characterise how third-grade primary school students understand the co...
International audienceThis paper is based mainly on a planning meeting involving teachers and resear...
El objetivo de este estudio es identificar cambios en la comprensión del concepto de polígono y la r...
El objetivo de este estudio es identificar cambios en la comprensión del concepto de polígono y la r...
This paper describes an attempt to explore aspects of the language used in children’s written work i...
Elementary students’ understanding of polygon areas concept is important in succeeding in their ac...
This study explores young children’s strategies while transforming polygons, through the use of geom...
Elementary students’ understanding of polygon areas concept is important in succeeding in their acad...
This paper focuses on 20 young children spatial sense (3-4-years-old) from a public kindergarten, i...
AbstractThere is a strong connection between 3-D and 2-D visualization of the geometrical shapes and...
Considering that geometry is taught according to certain principles that do not encourage creativity...
textTessellations have a rich mathematical structure and are especially appropriate as a context for...
International audienceWe conducted a teaching experiment of ten lessons with third-grade students (9...
This research addresses elementary school prospective teachers’ education in geometry and takes plac...
This study examined seven 4th and 5th graders' geometric thinking, specifically their understanding ...
The goal of this study was to characterise how third-grade primary school students understand the co...
International audienceThis paper is based mainly on a planning meeting involving teachers and resear...
El objetivo de este estudio es identificar cambios en la comprensión del concepto de polígono y la r...
El objetivo de este estudio es identificar cambios en la comprensión del concepto de polígono y la r...
This paper describes an attempt to explore aspects of the language used in children’s written work i...
Elementary students’ understanding of polygon areas concept is important in succeeding in their ac...
This study explores young children’s strategies while transforming polygons, through the use of geom...
Elementary students’ understanding of polygon areas concept is important in succeeding in their acad...
This paper focuses on 20 young children spatial sense (3-4-years-old) from a public kindergarten, i...
AbstractThere is a strong connection between 3-D and 2-D visualization of the geometrical shapes and...
Considering that geometry is taught according to certain principles that do not encourage creativity...
textTessellations have a rich mathematical structure and are especially appropriate as a context for...
International audienceWe conducted a teaching experiment of ten lessons with third-grade students (9...
This research addresses elementary school prospective teachers’ education in geometry and takes plac...
This study examined seven 4th and 5th graders' geometric thinking, specifically their understanding ...