http://en.wikipedia.org/wiki/Where_Mathematics_Comes_From

"Lakoff and Núñez's avowed purpose is to begin laying the foundations for a 
truly scientific understanding of mathematics, one grounded in processes 
common to all human cognition. They find that four distinct but related 
processes metaphorically structure basic arithmetic: object collection, 
object construction, using a measuring stick, and moving along a path."

It seems I'm not the only one who suspects that that arithmetic truth is 
derived from the abstraction of public object qualities (and their 
spatial-scale relations), rather than universal metaphysics.

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