Comprensión del concepto de serie numérica a través del modelo de Pirie y Kieren

• Autores: Myriam Codes Valcarce , María Laura Delgado Martín , María Teresa González Astudillo , María Consuelo Monterrubio Pérez
• Localización: Enseñanza de las ciencias: revista de investigación y experiencias didácticas, ISSN-e 2174-6486, ISSN 0212-4521, Vol. 31, Nº 3, 2013, págs. 135-154
• Idioma: español
• DOI: 10.5565/rev/ec/v31n3.963
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• Dialnet Métricas: 3 Citas
• Referencias bibliográficas
  • BAGNI, G. T. (2005). Infinite series from history to mathematics education. International Journal for Mathematics Teaching and Learning, June....
  • CODES, M. (2010). Análisis de la comprensión de los conceptos de serie numérica y su convergencia en estudiantes de primer curso de universidad...
  • CODES, M., M. T. GONZÁLEZ, L. DELGADO y M. C. MONTERRUBIO (2012). Growth in understanding the concept of infinite series: a glance through...
  • GÓMEZ-CHACÓN, I. M. (2000). Affective influences in the knowledge of mathematics. Educational Studies in Mathematics, 43(2), pp. 149-168.
  • GONZÁLEZ-MARTÍN, A. S. (2010). The concept of series: teachers' conceptions and teaching practices. Proceedings of the 34th Conference...
  • GONZÁLEZ-MARTÍN, A. S. y M. CAMACHO (2004). Legitimization of the graphic register in problem solving at the undergraduate level. The case...
  • GONZÁLEZ-MARTÍN, A. S., E. NARDI E I. BIZA (2011). Conceptually-driven and visually-rich tasks in texts and teaching practice: the case of...
  • KIDRON, I. (2002). Concept definition, concept image, and the notion of infinite sum in old and new environments. En: A. D. Cockbrun y E....
  • KIDRON, I., N. ZEHAVI y E. OPENHAIM (2001). Teaching the limit concept in a CAS environment: students' dynamic perceptions and reasoning....
  • KYRIAKIDES, A. O. (2010). Engaging everyday language to enhance comprehension of fraction multiplication. En: V. Durand-Guerrier, S. Soury-Lavergne...
  • MANU, S. S. (2005). Growth of mathematical understanding in a bilingual context: analysis and implications. En: H. L. Chick y J. L. Vincent...
  • MARTIN, L. C. (2008). Folding back and the dynamical growth of mathematical understanding: Elaborating the Pirie-Kieren Theory. The Journal...
  • MARTIN, L. C. y S. PIRIE (2003). Making images and noticing properties: The role of the computer in mathematical generalisation. Mathematics...
  • PIRIE, S. (1988). Understanding - Instrumental, relational, formal, intuitive⋯, How can we know? For the Learning of Mathematics, 8(3), pp....
  • PIRIE, S. y T. KIEREN (1989). A recursive theory of mathematical understanding. For the Learning of Mathematics, 9(3), pp. 7-11.
  • PIRIE, S. y T. KIEREN (1992). Creating constructivist environments and constructing creative mathematics. Educational Studies in Mathematics,...
  • PIRIE, S. y T. KIEREN (1994). Growth in mathematical understanding: How can we characterize it and how can we represent it? Educational Studies...
  • WALTER, J. y S. GIBBONS (2010). Student Problem-Solving Behaviors: Traversing the Pirie-Kieren Model for Growth of Mathematical Understanding....