Características del desarrollo de una mirada profesional en estudiantes para profesor de matemáticas en un contexto b-learning
Tipo de documento
Autores
Lista de autores
Fernández, Ceneida, Llinares, Salvador y Valls, Julia
Resumen
Esta investigación presenta un estudio cuyo objetivo es identifi car aspectos que apoyan el desarrollo de la mirada profesional en estudiantes para profesores de matemáticas en un contexto b-learning. Analizamos las producciones de un grupo de estudiantes para profesores de matemáticas de educación secundaria (documentos escritos y participaciones en un debate on-line) cuando analizaban el razonamiento proporcional de estudiantes de educación secundaria. Los resultados indican que la interacción en el debate en línea permitió a algunos estudiantes para profesor mejorar su capacidad de identificar e interpretar aspectos relevantes del pensamiento matemático de los estudiantes de educación secundaria. Estos resultados indican que el desarrollo de “una mirada profesional” del profesor es un proceso complicado pero que la posibilidad de construir un discurso progresivo en línea es un factor importante para su desarrollo.
Fecha
2011
Tipo de fecha
Estado publicación
Términos clave
Desarrollo del profesor | Inicial | Pensamientos matemáticos | Proporcionalidad | Virtual
Enfoque
Nivel educativo
Educación secundaria básica (12 a 16 años) | Educación superior, formación de pregrado, formación de grado
Idioma
Revisado por pares
Formato del archivo
Volumen
13
Número
1
Rango páginas (artículo)
9-30
ISSN
21787727
Referencias
ALSAWAIE, O.; ALGHAZO, I. M. The effect of video-based approach on prospective teachers’ ability to analyze mathematics teaching. Journal of mathematics Teacher Education, v.13, p.223-241, 2010. ANDRIESSEN, L.; ERKENS, G.; VAN DE LAANK, P.N.; COIRIER, N. Argumentation as negotiation in electronic collaborative writing. En J. ANDRIESSEN, M. BAKER.; D. SUTHERS (Ed.), Arguing to Learn: Confronting Cognition in Computers-Supportes Collaborative Learning Environment, p.79-115. Dordrecht: Kluwer Academic Publishers, 2003. DE BOCK, D.; VAN DOOREN, W.; JANSSENS, D.; VERSCHAFFEL, L. The illusion of linearity: From analysis to improvement. New York: Springer, 2007. DE WEVER, B.; SCHELLENS, T.; VALCKE, M.; VAN KEER, H. Content analysis schemes to analyze transcripts of online asynchronous discussion groups: A review. Computers & Education, v.46, p.6-28, 2006. FERNÁNDEZ, C.; LLINARES, S. De la estructura aditiva a la multiplicativa: efecto de dos variables en el desarrollo del razonamiento proporcional. Infancia y Aprendizaje, v.34, n.1, 2011. FERNÁNDEZ, C.; LLINARES, S.; VALLS, J. Implicative analysis of strategies in solving proportional and non proportional problems. En O. FIGUERAS; J.L. CORTINA, S. ALATORRE; T. ROJANO; A. SEPULVEDA (Ed.), Proceedings of the Joint meeting of PME 32 and PME-NA XXX (vol.3; p.1-9). México: CINVESTAV-UMSNH, 2008. FRIEL, S. N.; CARBONI, L. W. Using video-based pedagogy in an elementary mathematics methods course. School Science and Mathematics, v.100, n.3, p.118-127, 2000. HAREL, G.; CONFREY, J. (Ed.) The development of multiplicative reasoning in the learning of mathematics. New York: State University of New York Press, 1994. JACOBS, V.R. ; LAMB, L.L.; PHILIPP, R.A. Professional Noticing of Children’s mathematical thinking. Journal for Research in Mathematics Education, v.41, n.2, p.169-202, 2010. JACOBS, V.R.; FRANKE, M.L.; CARPENTER, T.P.; LEVI, L.; BATTEY, D. Professional development focused on children’s algebraic reasoning in elementary school. Journal for Research in Mathematics Education, v.38, p.258-288, 2007. KERSTING, N.B.; GIVVIN, K.B.; SOTELO, F.L.; STIGLER, J.W. Teachers’ analyses of classroom video predict student learning of mathematics: Further explorations of a novel measure of teacher knowledge. Journal of Teacher Education, v.61, n.1-2, p.172-181, 2010. LEVIN, D.; HAMMER, D.; COFFEY, J. Novice teachers’ attention to student thinking. Journal of Teacher Education, v.60, n.2, p.142-154, 2009. LIN, P. Using research-based video-cases to help pre-service primary teachers conceptualize a contemporary view of mathematics teaching. International Journal of Science and Mathematics Education, v.3, p.351-377, 2005. LLINARES, S.; OLIVERO, F. Virtual communities and networks of prospective mathematics teachers. technologies, interactions and new forms of discourse. En K. KRAINER; T. WOOD (Ed.), Participants in Mathematics Teacher Education. Individuals, Teams, Communities and Networks, p.155-180. Rotterdam /Taipei: Sense Publishers, 2008. LLINARES, S.; VALLS, J. Prospective primary mathematics teachers’ learning from online discussions in a virtual video-based environment. Journal of Mathematics Teacher Education, v.13, n.2, 177-196, 2010. LLINARES, S.; VALLS, J. The building of pre-service primary teachers’ knowledge of mathematics teaching: interaction and online video case studies. Instructional Science, v.37, n.2, p.247-271, 2009. MASON, J. Researching your own practice. The discipline of noticing. London: Routledge-Falmer, 2002. MISAILIDOU, C.; WILLIAMS, J. Diagnostic assessment of children’s proportional reasoning. Journal of Mathematical Behavior, v.22, p.335-368, 2003. MODESTOU, M.; GAGATSIS, A. Students’ improper proportional reasoning: A result of the epistemological obstacle of “linearity”. Educational Psychology, v.27, n.1, p.75- 92, 2007. PENALVA, M.C.; REY, C.; LLINARES, S. Identidad y aprendizaje de estudiantes de psicopedagogía. Análisis de un contexto b-learning en didáctica de la matemática. Revista Española de Pedagogía, LXIX, n.248, p.101-118, 2011. PONTE, J. P.; OLIVEIRA, P.; VARANDAS, J. M.; OLIVEIRA, H.; FONSECA, H. Using ICT to support refl ection in pre-service mathematics teacher education. Interactive Educational Multimedia, v.10, p.79-89, 2007. PRIETO, J. L.; VALLS, J. Aprendizaje de las características de los problemas aritméticos elementales de estructura aditiva en estudiantes para maestro. Educación Matemática, v.22, n.1), p.57-85, 2010. REY, C.; PENALVA, M.C.; LLINARES, S. Aprendizaje colaborativo y formación de asesores en matemáticas: Análisis de un caso. Quadrante , v.XV, p.95-120, 2006. SANTAGATA, R.; ZANNONI, C.; STIGLER, J.W. The role of lesson analysis in preservice teacher education: An empirical investigation of teacher learning from a virtual video-based fi eld experience. Journal of Mathematics Teacher Education, v.10, p.123-140, 2007. SCHRIRE, S. Knowledge building in asynchronous discussion groups: Going beyond quantitative analysis. Computers & Education, v.46, p.49-70, 2006. SHERIN, M. G. Developing a professional vision of classroom events. En T. WOOD, B. SCOTT NELSON,; J. WARFIELD (Ed.), Beyond classical pedagogy: Teaching elementary school mathematics p.75-93. Mahwah, NJ: Erlbaum, 2001. SHERIN, M. G.; JACOBS, V. R.; PHILIPP, R. A. (Ed). Mathematics teacher noticing: Seeing through teachers’ eyes. New York: Routledge, 2010. START, J. R.; STRICKLAND, S. K. Learning to observe: using video to improve preservice teachers’ ability to notice. Journal of Mathematics Teacher Education, v.11, p.107-125, 2007. STRIJBOS, J.; MARTENS, R.L. ; PRINS, F.J.; JOCHEMS, W.M.G. Content analysis: What are they talking about? Computers & Education, v.46, p.29-48, 2006. SUTHERS, D.D.; DWYER, N.; MEDINA, R.; VATRAPU, R. A framework for conceptualizing, representing and analyzing distributed interaction. International Journal of Computer-Supported Collaborative Learning, v.5, p.5-42, 2010. TOURNIAIRE, F.; PULOS, S. Proportional reasoning. A review of literature. Educational Studies in Mathematics, v.16, n.2, p.181-204, 1985. VAN DOOREN, W.; DE BOCK, D.; HESSELS, A.; JANSSENS, D.; VERSCHAFFEL, L. Not everything is proportional: Effects of age and problem type on propensities of overgeneralization. Cognition and Instruction, v.23, n.1, p.57-86, 2005. VAN DOOREN, W.; DE BOCK, D.; VERSCHAFFEL, L. From addition to multiplication… and back. The development of students’ additive and multiplicative reasoning skills. Cognition and Instruction, v.28, n.3, p.360-381, 2010. VAN ES, E.; SHERIN, M.G. Learning to notice: scaffolding new teachers’ interpretations of classroom interactions. Journal of Technology and Teacher Education, v.10, p.571596, 2002. WEINBERGER, A.; FISHER, F. A framework to analyze argumentative knowledge construction in computer-supported collaborative learning. Computers & Education, v.46, p.71-95, 2006. WELLS, G. Dialogic inquiry. Towards a sociocultural practice and theory of education. Cambridge: Cambridge University Press, 2002.