‘Truth’ is a representational derivation that arises from analysis. The analysis, however, derives its verity from »axioms, which, in general are either asserted, or taken for granted. In this sense, representational ‘truth’ is derived not from data, primarily, but from the comparison of data with the axioms employed to validate it. All axiomatic systems are necessarily incomplete.

There are, however, more and less complex frameworks of axioms involved in evaluating truth. Some simple truths, are relatively obvious within a very simple axiomatic framework. Others, however, are astonishingly complex, and the frameworks in play »cannot evaluate their own axioms, because such an evaluation would require an escalation of the »orders of axiomatic forms.