Mathematical Cognition

A Case of Enculturation

Author

Richard Menary

richard.menary @ mq.edu.au

Macquarie University

Sydney, NSW, Australia

Commentator

Regina E. Fabry

fabry @ students.uni-mainz.de

Johannes Gutenberg-Universität

Mainz, Germany

Editors

Thomas Metzinger

metzinger @ uni-mainz.de

Johannes Gutenberg-Universität

Mainz, Germany

Jennifer M. Windt

jennifer.windt @ monash.edu

Monash University

Melbourne, Australia

Most thinking about cognition proceeds on the assumption that we are born with our primary cognitive faculties intact and they simply need to mature, or be fine-tuned by learning mechanisms. Alternatively, a growing number of thinkers are aligning themselves to the view that a process of enculturation transforms our basic biological faculties. What evidence is there for this process of enculturation? A long period of development, learning-driven plasticity, and a cultural environment suffused with practices, symbols, and complex social interactions all speak in its favour. In this paper I will sketch in outline the commitments of the enculturated approach and then look at the case of mathematical cognition as a central example of enculturation. I will then defend the account against several objections.

Keywords

4E cognition | Ancient number system | Arithmetical cognition | Cognitive integration | Cultural inheritance | Discrete number system | Enculturation | Evolution of cognition | Evolutionary continuity | Mathematical cognition | Niche construction | Symbol systems | Symbolic thought