Aesthetic Values in Mathematics: a Value- Oriented Epistemology

نویسندگان

  • Nathalie Sinclair
  • Simon Fraser
چکیده

Much has been said on matter of aesthetics and mathematics—perhaps most commonly articulated in relation to properties such as ‘beauty’ and ‘elegance,’ which are used to distinguish good from not-so-good mathematical products. Despite its importance in the work of mathematicians, it has been argued that aesthetics cannot be incorporated into school mathematics given students' difficulties with basic problem-solving skills (Dreyfus and Eisenberg, 1986; 1996). In contrast, this paper argues that it is both possible and desirable to incorporate aesthetic concerns into the mathematical activities of students. The argument is based on a re-articulation of both the nature and purposes of the aesthetic in school mathematics that extends beyond the objective, product-oriented interpretations more commonly discussed.

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تاریخ انتشار 2003