General Mathematics

    

Internal Color-Theory of Numbers

Authors: Peter Waaben

It is a popular belief supported by proof: that nothing further can be achieved by an additional completion of the Real number system.Here I reconstruct the reals from a particular implementation of the reals ,(using the Cantorian method of partitioning convergent sequences), producing a surprising result. A coupled infinitesmial point structure with a completed interior. This gives rise to a natural interpretation of Color as an intrinsic feature of geometry. As apposed to a mere method of labeling. In a sense then: I simply open further discussions here on the properties of geometry, and ask now: What really then is geometric-color ?

Comments: 32 Pages.

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Submission history

[v1] 2014-11-29 11:03:05 (removed)
[v2] 2018-01-20 13:00:49

Unique-IP document downloads: 252 times

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