[MD] For Bo

[Ron Kulp]

Ron:
> Axioms are systems of assumptions for matters of
> convenience.
> Example, in simple math we assume that whole numbers exist.
> That they exist as separate and distinct entities.
> This is convenient for simple abstractions of number
> (how many apples we have..ect.)

SA:  Is the axiom system above:  whole numbers "exist as separate and
distinct entities"?  Is that an axiom?  And what your also saying, I
believe, is that to think an axiom exists, is false in the first place?


Ron:
Right on, axioms are not experience, axioms are assumptions about
experience. Assumptions which have value as a matter of convenience
of use.





      
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