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.
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