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dc.contributor.authorCamargo Uribe, Leonorspa
dc.date.issued2011-02-13
dc.identifierhttps://revistas.pedagogica.edu.co/index.php/RCE/article/view/840
dc.identifier10.17227/01203916.840
dc.identifier.issn2323-0134
dc.identifier.issn0120-3916
dc.identifier.urihttp://hdl.handle.net/20.500.12209/5454
dc.description.abstractComo contribución al homenaje que se le rinde a Jean Piaget, a los treinta años de su fallecimiento, presentamos una revisión, que no pretende ser exhaustiva, de algunas de sus ideas y de cómo estas han sido germen de estudios posteriores relacionados con la enseñanza y el aprendizaje de la Geometría. Exponemos dos hipótesis centrales de los estudios de Piaget sobre el desarrollo de la concepción del espacio en los niños. Mostramos el punto de vista de Piaget acerca de la competencia que tienen los niños en tareas de: discriminar figuras geométricas, representar figuras geométricas, construir sistemas de referencia bi o tridimensionales y justificar afirmaciones sobre he-chos geométricos. Al respecto de cada tarea, hacemos referencia a estudios posteriores, la mayoría hechos en el contexto escolar, que confirman las ideas de Piaget o sugieren una revisión de las mismas.spa
dc.format.mimetypeapplication/pdfspa
dc.format.mimetypetext/htmlspa
dc.language.isospa
dc.publisherEditorial Universidad Pedagógica Nacionalspa
dc.relationhttps://revistas.pedagogica.edu.co/index.php/RCE/article/view/840/846
dc.relationhttps://revistas.pedagogica.edu.co/index.php/RCE/article/view/840/8850
dc.rights.urihttps://creativecommons.org/licenses/by-nc/4.0
dc.sourceRevista Colombiana de Educación; No. 60 (2011): aporte de Piaget al campo de la Educación y la Pedagogía (ene-jun); 41.60spa
dc.subjectPiagetspa
dc.subjectDidáctica de la geometríaspa
dc.subjectDiscriminación de formas geométricasspa
dc.titleEl legado de Piaget a la didáctica de la Geometría.spa
dc.subject.keywordsGeometry - Teachingeng
dc.rights.accessrightsinfo:eu-repo/semantics/openAccess
dc.rights.accessrightshttp://purl.org/coar/access_right/c_abf2
dc.relation.referencesGeeslin, W. E. y Shar, A.O. (1979). An alternative model describ-ing children’s spatial prefer-ences. Journal for research in mathematics education. 10, 57-68
dc.relation.referencesHoffer, A. (1981). Geometry is more than proof. Mathematics Teacher. 74, 11-18.
dc.relation.referencesIbbotson, A. y Bryant. P.E. (1976). The perpendicular error and the vertical effect in children’s drawing.Perception. 5, 319 – 326.
dc.relation.referencesKrutetstkii, V. A. (1976). The psy-chology of mathematical abili-ties in schoolchildren. Chicago: University of Chicaago Press
dc.relation.referencesLaurendeau, M. y Pinard. A. (1970). The development of the con-cept of space in the child. New York: International Iniversity Press.
dc.relation.referencesMariotti, M. A. (1997). Justifying and proving in geometry: the mediation of a microworld. Proceedings of the European Conference on Mathematical Education. 21 - 26.
dc.relation.referencesMariotti, M. A. (2005). La geo-metria in classe. Riflessioni sull’insegnamento e apprendi-miento della geometría (prime-ra ed.). Bologna: Pitagora.
dc.relation.referencesMariotti, M. A. (2006). Proof and proving in Mathematics Educa-tion. In A. Gutiérrez y P. Boero (Eds.). Handbook of Research on the Psychology of Mathemat-ics Education. Rotterdam: Sense Publishers. (pp. 173 - 204).
dc.relation.referencesMartin, J. L. (1976). An analysis of some of Piaget’s topological task from a mathematical point of view. Journal for research in mathematics education. 7, 8-24.
dc.relation.referencesNewcombe, N. (1989). The devel-opment of spatial perspective taking. En H.W. Advances in child development and behav-ior. New York: Academic Press. Reese (Ed.)
dc.relation.referencesParzysz, B (1988) “Knowing” vs “Seeing”. Problems of the plane representation of space geometry figures. Educational Studies on mathematics. 19, 79-92.
dc.relation.referencesPedemonte, B. (2007). How can the relationship between argumen-tation and proof be analysed? Educational Studies in Math-ematics. 66, 23 - 41.
dc.relation.referencesPiaget, J. y Inhelder, B. (1967). The child’s conception of space. Norton y Co. New York
dc.relation.referencesPiaget, J. (1987). Possibility and necessity. Vol. 2. The role of necessity in cognitive develop-ment. Minneapolis: University of Minnesota Press
dc.relation.referencesPresmeg, N. (1986). Visualization in high school mathematics.For the learning of mathemtics. 6(3), 42-46.
dc.relation.referencesSaads, S, y Davis, G. (1997). Spatial abilities, van Hiele levels & lan-guage use in three dimensional geometry. U.K.: University of Southampton
dc.relation.referencesSomerville, S.C. y Bryant, P.E. (1985). Young children’s use of spatial coordinates. Child Development. 56, 604-613
dc.relation.referencesvan Hiele, P.M. (1986). Structure and insight. Orlando: Academ-ic Press.
dc.relation.referencesVinner, S. y Hershkowitz, R. (1980). Concept images and com-mon cognitive paths in the development of some simple geo-metrical concepts. Proceedings of the fourth International. Concerence for the Psychology of Mathematics Education. 177-184.
dc.relation.referencesZazkis, R; Leikin, R. (2008). Exemplifying definitions: a case of a square. Educational Studies in Mathematics. vol 69, 131-148
dc.type.localArtículo de revistaspa
dc.type.coarhttp://purl.org/coar/resource_type/c_6501eng
dc.type.driverinfo:eu-repo/semantics/articleeng
dc.description.abstractenglishAs a contribution to the tribute of Jean Piaget’s work 30 years after his decease, we offer a brief review of some of his ideas and how they have been the origin of later studies related to Geometry and learning-and-teaching processes. Two main Piaget hypotheses about development of space concept adopted by children are presented. Piaget ́s point of view on children’s competence for discriminating and representing geometric shapes, building two-and three-dimen-sional reference systems, and justifying statements about geometrical facts are also shown. For each task a reference is made regarding further studies, most of them in a school environment, which validate Piaget’s ideas or suggest their review.// Piaget’s Legacy for Geometry TeachingEl legado de Piaget a la didáctica de la GeometríaLeonor Camargo Uribe*Recibido: 19-mar-11Evaluado: 27-mar-11Arbitrado: 20/06/11Docente Universidad Pedagógica Nacional, lcamargo@pedagogica.edu.copp. 41 - 60eng
dc.type.versioninfo:eu-repo/semantics/publishedVersion
dc.rights.creativecommonsAttribution-NonCommercial 4.0 International


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