A Short Elucidating Note 112: How to expand the deep paradigm’sconjunctural falsification theorem to cover all paradigmsclaiming to have or assuming to have the inherently conjuncturalform of K = L?

Abstract

When reality is inherently interconnected, theory, practice, and testing must be structurally consistent. Any framework based on conjunctural maximization or conjunctural optimization, such as K = L, where K and L are codependent components without sustainability gaps, is structurally validated under both maximization and optimization thinking. In contrast, any framework based on unilateral maximization or unilateral optimization, such as K ≠ L, where K and L are treated as independent components with sustainability gaps, is structurally falsified under both approaches. The general structural paradigm falsification theorem has established this distinction. This paper expands the theorem by moving beyond its binary formulation to examine its applicability across paradigms, its role as a pre-empirical filter of theoretical validity, and its implications for distinguishing structurally consistent from structurally flawed scientific and development frameworks. The expansion shows that structural consistency is a necessary condition for valid theorizing in interconnected systems, and that failure to meet this condition leads to systematic paradigm-level errors that cannot be corrected through empirical adjustment alone.