COMPARING TESTIMONIALISM AND MATHEMATICS AS TESTS OF DESCRIPTIONS OF INCREASING

COMPARING TESTIMONIALISM AND MATHEMATICS AS TESTS OF DESCRIPTIONS OF INCREASING DIMENSIONS OF REALITY

(more very important ideas in here for serious philosophy students)

Testimonialism = test all possible dimensions of reality.

categorical, logical, empirical, operational, rational, reciprocal, and fully accounted (scope and limits).

Just like math: identity, correspondence, positional name, arithmetic (quantity) operations, geometric (space) operations, Algebra (change) operations, Calculus (relative change) operations, algebraic geometry (pure relations) operations.

So in both mathematics and testimony we test all possible dimensions of reality. The difference is that in mathematics we are familiar with the choice of which level of math is necessary to describe a problem, whereas in Testimony we are not yet familiar enough to understand which level of reasoning is necessary to describe a problem.

So think of Testimonialism as differing from math in that mathematical objects consists of identical categories of constant relations in relation to the possible dimensions of reality. Whereas Testimonialism consists of any set of categories and any set of relations, in relation to the possible dimensions of reality.

Or another way, mathematics and logic and empirical science and law are subsets of testimonialism. (truthful testimony)