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N. Endou, Yasumasa Suzuki, Y. Shidama
Hilbert Space of Real Sequences
R. Rorty (1990)
Objectivity, relativism, and truth: Frontmatter
G. Fauconnier, Mark Turner (2002)
The Way We Think: Conceptual Blending and the Mind''s Hidden Complexities. Basic Books
K. Ericsson, N. Charness, P. Feltovich, R. Hoffman (2006)
The Cambridge handbook of expertise and expert performance
C. Fernandez, Makoto Yoshida (2004)
Lesson Study: A Japanese Approach To Improving Mathematics Teaching and Learning
G. Lakoff, R. Núñez (2002)
Where mathematics comes from : how the embodied mind brings mathematics into beingAmerican Mathematical Monthly, 109
B. Davis (2011)
Mathematics Teachers' Subtle, Complex Disciplinary KnowledgeScience, 332
B. Davis, Moshe Renert (2013)
The Math Teachers Know: Profound Understanding of Emergent Mathematics
[Illustrating the discussion with moments drawn from mathematics lessons in which teachers found themselves stymied by “simple” concepts, I analyze the metaphors of number that are encountered by learners in grade-school mathematics. I begin with a list of four, based on Lakoff and Nùñez’s “grounding metaphors of arithmetic,” which they argue are sufficient to derive highly abstract mathematics. I then point to three more that are not necessary to formal mathematics, but that may be necessary to learning mathematics. These metaphors are phenomenologically distinct and educationally ubiquitous. Implications for curriculum design, resource development, and teaching are considered.]
Published: Sep 15, 2019
Keywords: Mathematics learning; Mathematics teaching; Concept study; Metaphors of number; Conceptual metaphor; Conceptual blending
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