Any and every set of mathematics used can be defined as a Base Subbase. The base is a number base like Base10. The "shorthand" for this is B10. A number base is what is use to count numbers and do counting numbers. The number base traditionaly used is because "to count to 10".
A Subbase is a "part" of the bigger base. The Base Subbase traditionaly used by Math and Science is B10SI, Base 10 Subbase Big I or Infinity.
Other Subbases have been known to be used. Subbases other than Infinity known by this nondocterate have usually been "closed ring" and "closed circle". The subbases can be diagrammed by using a circle. There is an Upper Limit value and a Lower Limit value to the subbase. The subbase initiates with a the Lease lowest and terminates with the greatest highest value.
What is called modular mathematics and modular arithmatic or "clock arithmatic" is depended upon Base Subbase for proper operation. That clock is based on B10S(12+1), Base 10, Subbase 12 + 1, what this nondocterate calls a "displaced" subbase.
In this series of brief writings and short pieces this nondoctorate explores a base subbase this nondoctorate first studied back in the '70s.
This is B2S2, Base 2 Subbase 2. A number system and set of mathematice consisting of 2 numbers: a zero (0) and a one (1). This subbase this nondoctorate calls "pure" because the subbase initiates and starts at the value and number of zero (0). B2S2 is the real reason those little computers can work any at all.
Other Base and Subbase of interest to this nondocterate will also be written about.
William Charles Simpson 1st Write: Thu, Jan 29, '04 Santa Curz CA USA
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