Radical embodiment and semiotics: toward a theory of mathematics in the flesh

The idea that mathematical knowledge is embodied is increasingly taking hold in the mathematics education literature. Yet there are challenges to the existing conceptualizations: There tend to be breaks between (a) the living and experienced body (flesh) and linguistic forms of thought, (b) individu...

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Veröffentlicht in:Educational studies in mathematics 2011-07, Vol.77 (2/3), p.267-284
Hauptverfasser: Thom, Jennifer S., Roth, Wolff-Michael
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container_title Educational studies in mathematics
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creator Thom, Jennifer S.
Roth, Wolff-Michael
description The idea that mathematical knowledge is embodied is increasingly taking hold in the mathematics education literature. Yet there are challenges to the existing conceptualizations: There tend to be breaks between (a) the living and experienced body (flesh) and linguistic forms of thought, (b) individual and collective forms of knowing, and (c) the material body and the source of intentionality. Grounded in material phenomenology, we theorize the living body as semiotic expression that not only grounds thought but also leads to its development. We provide a detailed case study that elucidates the three ways in which the living body serves as sign for the growth of a second-grade student's geometric understanding and the other bodies he interacts with.
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identifier ISSN: 0013-1954
ispartof Educational studies in mathematics, 2011-07, Vol.77 (2/3), p.267-284
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source Jstor Complete Legacy; Education Source; SpringerLink Journals; JSTOR Mathematics & Statistics
subjects Case Studies
Conceptualization
Education
Elementary school students
Fingers
Geometric Concepts
Gestures
Hands
Knowledge
Mathematics
Mathematics Education
Phenomenology
Railroad cars
SECTION 2
Semiotic signs
Semiotics
Signification
Vertices
title Radical embodiment and semiotics: toward a theory of mathematics in the flesh
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