Conditional Foundations and Constitutional Architecture of Unified Flow Theory

Abstract

Unified Flow Theory (UFT) is presented as a conditional research architecture rather than as established physics or a completed operational unification. This article develops a typed dependency architecture that separates constitutional premises, functional roles, mathematical representations, derivation targets, empirical hypotheses, and revision conditions. Within this architecture, UFT proposes the asymmetric functions Flow, Deviation, and Geometry, represented by the Constitutional Triplet ((\Phi,\Psi,G)). The proposal is examined in relation to structural realism, functionalism, emergence, pluralism, and underdetermination. Explicit countermodels, recovery requirements, and failure conditions are introduced to prevent conceptual coherence or explanatory compression from being treated as empirical confirmation. The article offers a conditional conceptual synthesis and an audit framework; it does not prove functional irreducibility, recover general relativity or quantum field theory, or provide empirical confirmation.