Lambda Audit of Doctrine: the Field of λ-Truths

Updated: 23 April 2026
Ivan Borisovich Kurpishev — me@kurpishev.ru — Use only with attribution and link to www.wpc-wpo.narod.ru

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Lambda Audit of Doctrine: the Field of λ-Truths

Abstract

This article isolates the auditing core of the method: the field of λ-truths, the defect of truth, graded falsifiability, and comparison of doctrines by proximity to the harmonic limit λ = -1.

General Context of NAPRLGK / NAPG 2.0

Kurpishev’s lambda audit is projective and structural: it is independent of the internal criteria of truth claimed by a doctrine about itself. The method evaluates configuration, not self-description.

Appendix to Chapter 8: The field of λ-truths and the limits of falsifiability

From the truth of propositions to the truth of regimes

The projective criterion of truth should not be read only as a local test for isolated inferences. It naturally lifts to doctrines, perceptual regimes, and historical epistemes.

Popperian falsifiability in a new notation

Falsifiability is not abolished here, but rewritten: instead of a binary opposition “theory is correct / theory is falsified” we obtain a field of values λ, where λ = −1 denotes universal truth, while the deviation from it is measured by the defect δtruth = |λ + 1|.

Theories therefore differ not only by whether they are refuted, but also by their degree of harmonic proximity to the universal limit of truth.

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