Jeff, Topology is the most general study of geometric space. It is critical here to get beyond the “popular” accounts and learn the basics from a real math book. A classic introduction is General Topology by J.L. Kelley but there are lots of equally good choices out there.
Jon http://inquiryintoinquiry.com > On Nov 9, 2016, at 6:34 PM, Jeffrey Brian Downard <[email protected]> > wrote: > > John Sowa, Jon Awbrey, Edwina, List, > > I wanted to see if anyone have might suggestions for thinking about the > analogy between (1) mathematical models of the differentiation of spaces > starting with a vague continuum of undifferentiated dimensions and trending > towards spaces having determinate dimensions to (2) models for logic > involving similar sorts of dimensions? How might we understand processes of > differentiation of dimensions in the case of logic?
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