Abstract
This paper addresses negotiation as a social process related to the practices of mathematics
(and science) classrooms and associates the need for negotiation with the occurrence of
uncertainty. It is our argument that one pathway to knowing is via the resolution of
uncertainty, that the process of resolution is fundamentally negotiative, that negotiation is
mediated by language, that language presumes intersubjectivity, and that the matter of
intersubjectivity is meaning. Data is presented illustrating the role of intersubjectivity as
both mediating agent in the resolution of uncertainty, and as product of the negotiative
process. Empirical evidence is reported regarding the occurrence of student uncertainty
with regard to academic content encountered in classroom settings and the means by which
these uncertainties are resolved.
David Clarke and Sue Helme
The Resolution Of Uncertainty In Mathematics Classrooms