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Semiosis and subjectification
the classroom constitution of mathematical subjects
pp. 21-35
Abstrakt
In this chapter, I consider semiosis as the continuous production of signs and significations. However, I do not limit the scope of signs to marks or inscriptions. I consider individuals as signs too. Like signs, individuals come to occupy positions in the social world and behave in ways that are not at all different from signs in a text. A crucial difference between inscriptions and individuals, though, is that individuals are not merely signified through well-defined syntaxes as inscriptions and traditional signs are. The cultural syntaxes through which individuals come to be positioned in the social world are less visible: they are part of a dynamic cultural symbolic superstructure. Another crucial difference is that, unlike inscriptions and marks, individuals co-produce themselves—even if it is within the limits of the aforementioned symbolic superstructure. Individuals co-produce themselves in what in this chapter I term processes of subjectification. This chapter is an attempt to study the processes of subjectification in the mathematics classroom. To do so, I analyze a classroom episode with pre-school children.
Publication details
Published in:
Presmeg Norma, Radford Luis, Roth Wolff-Michael, Kadunz Gert (2018) Signs of signification: semiotics in mathematics education research. Dordrecht, Springer.
Seiten: 21-35
DOI: 10.1007/978-3-319-70287-2_2
Referenz:
Radford Luis (2018) „Semiosis and subjectification: the classroom constitution of mathematical subjects“, In: N. Presmeg, L. Radford, W. Roth & G. Kadunz (eds.), Signs of signification, Dordrecht, Springer, 21–35.