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Preface to “Ethnomathematics and Philosophy”

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Part of the book series: Advances in Mathematics Education ((AME))

Abstract

We who undertake ethnomathematical studies still have a philosophical problem. I still believe that a version of mathematical relativity is one of our basic assumptions. That is, the study of ethnomathematics rests on the idea that there can be more than one form of mathematics—it is neither absolute nor Platonist. Postmodern writing is exposing more about the contingent nature of mathematics, and the historicity of mathematics is becoming more accepted. Subjectivity and objectivity are becoming blurred (Brown 2011; Radford et al. 2008). But we are still a long way from wide agreement on a philosophical position that “allows” ethnomathematical investigations.

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References

  • Adam, A. (2010). A study of Tudung Saji weaving: An adaptation of mutual interrogation. Paper presented to the 4th International conference on ethnomathematics, Towson, South Africa.

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  • Alangui, W. (2010). Stone walls and water flows: Interrogating cultural practice and mathematics. Unpublished PhD thesis, The University of Auckland, New Zealand.

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  • Brown, T. (2011). Mathematics education and subjectivity. New York: Springer.

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  • Knuth, D. (1985). Algorithmic thinking and mathematical thinking. American Mathematical Monthly, 92(3), 170–181.

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  • Radford, L., Schubring, G., & Seeger, F. (2008). Semiotics in mathematics education: Epistemology, history, classroom, and culture. Rotterdam: Sense Publishers.

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Correspondence to Bill Barton .

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© 2012 Springer-Verlag Berlin Heidelberg

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Barton, B. (2012). Preface to “Ethnomathematics and Philosophy”. In: Forgasz, H., Rivera, F. (eds) Towards Equity in Mathematics Education. Advances in Mathematics Education. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-642-27702-3_19

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