Conceptual growth in children and in the learning sciences: Giyoo Hatano's contributions

Human Development

Volumn 50, Issue 1, 2007, Pages 55-64

  Greeno, James G ^a   Saxe, Geoffrey B ^b  

^a UNIVERSITY OF PITTSBURGH   (United States)

^b UNIVERSITY OF CALIFORNIA   (United States)

Author keywords

Conceptual change; Conceptual growth; Evolutional scheme; Math classroom learning

Indexed keywords

ARTICLE; CHILD GROWTH; CONCEPTUAL FRAMEWORK; EVOLUTIONARY DEVELOPMENTAL BIOLOGY; FRIEND; HUMAN; INTELLIGENCE; INTERPERSONAL COMMUNICATION; INTROSPECTION; LEARNING; PRIORITY JOURNAL; SCIENTIST; SOCIAL INTERACTION; SOCIAL LEARNING;

EID: 33846888024     PISSN: 0018716X     EISSN: None     Source Type: Journal    
DOI: 10.1159/000097685     Document Type: Article

References (22)

1. Anderson, J.R., Reder, L.M., & Simon, H.A. (1996). Situated learning and education. Educational Researcher, 25, 5-11.
2. Croft, W. (2000). Explaining language change: An evolutionary approach. New York: Longman.
3. Engle, R.A. (2006). Framing interactions to foster generative learning: A situative account of transfer in a community of learners classroom. Journal of the Learning Sciences, 15, 451-498.
4. Engle, R.A., & Conant, F.R. (2002). Guiding principles for fostering productive disciplinary engagement: Explaining an emergent argument in a community of learners classroom. Cognition and Instruction, 20, 399-483.
5. Greeno, J.G., Benke, G., Engle, R.A., Lachapelle, C., & Wiebe, M. (1998). Considering conceptual growth as change in discourse practices. In M.A. Gernsbacher & S.J. Derry (Eds.), Proceedings of the twentieth annual conference of the cognitive science society (pp. 442-447). Mahwah: Erlbaum.
6. Greeno, J.G., & van de Sande, C. (in press). Perspectival understanding of conceptions and conceptual growth in interaction. Educational Psychologist.
7. Hatano, G. (1988). Social and motivational bases for mathematical understanding. New Directions for Child Development, 41, 55-70.
8. Hatano, G. (2005). How are cultural-historical change and individual cognition related? Mind, Culture, and Activity, 12, 226-232.
9. Hatano, G., & Inagaki, K. (2003). When is conceptual change intended? A cognitive-sociocultural view. In G.M. Sinatra & P.R. Pintrich (Eds.), Intentional conceptual change (pp. 407-427). Mahwah: Erlbaum.
10. Hatano, G., & Inagaki, K. (unpublished). A cognitive-sociocultural view of conceptual change.
11. Hatano, G., Miyake, Y., & Binks, M.G. (1977). Performance of expert abacus operators. Cognition, 5, 47-55.
12. Hatano, G., & Osawa, K. (1983). Digit memory of grand experts in abacus-derived mental calculation. Cognition, 15, 95-110.
13. Hull, D.L. (1988). Science as a process: An evolutionary account of the social and conceptual development of science. Chicago: University of Chicago Press.
14. Hutchins, E. (1995). Cognition in the wild. Cambridge: MIT Press.
15. Inagaki, K., Hatano, G., & Morita, E. (1998). Construction of mathematical knowledge through whole-class discussion. Learning and Instruction, 8, 503-526.
16. Keller, R. (1994). On language change: The invisible hand in language. New York: Routledge.
17. Rogoff, B. (1995). Observing sociocultural activity on three planes. Participatory appropriation, guided participation, and apprenticeship. In J.V. Wertsch, P. del Rio & A. Alvarez (Eds.), Sociocultural studies of mind (pp. 139-164). Cambridge: Cambridge University Press.
18. Saxe, G.B., & Esmonde, I. (2005a). Studying cognition in flux: A historical treatment of fu in the shifting structure of Oksapmin mathematics. Mind, Culture, and Activity, 12, 171-225.
19. Saxe, G.B., & Esmonde, I. (2005b). Genetic method and empirical techniques: Reply to Hatano and Sfard's commentaries on cognition in flux. Mind, Culture, and Activity, 12, 251-257.
20. Saxe, G.B., Shaughnessy, M.M., Earnest, D., & Cremer, S. (in preparation). Equivalent fractions: A comparative analysis of the travel of ideas. Berkeley: University of California.
21. Saxe, G.B., Shaughnessy, M.M., Shannon, A., Langer-Osuna, J.M., Chinn, R., & Gearhart, M. (in press). Learning about fractions as points on a number line. In G. Martin & M. Strutchens (Eds.), The learning of mathematics. 69th yearbook. Reston: National Council of Teachers of Mathematics.
22. Toulmin, S. (1972). Human understanding. Vol. 1: The collective use and evolution of concepts. Princeton: Princeton University Press.