Origin of the Universe: a hypothesis of a minimal generative act of distinguishability. Time and measure as derivatives of unfolding; constants and laws as an invariant layer — a hypothesis of the generative foundation of reality.

The question of the origin of the world and the origin of the order within which descriptions, measurements, and laws are possible occupies a central place in philosophy and in the theoretical sciences. In contemporary knowledge culture it appears in several related formulations: “where does everything come from,” “from what does observed reality unfold,” “by virtue of what does the stability of laws arise,” and “why are order and repeatability possible.” Across all of these formulations, a common core remains: it is necessary to indicate such a foundation that makes unfolding possible and explains the origin of the very framework of description—order, measurability, and stable constraints. The present study proposes a working hypothesis based on a simple but principled idea: perhaps the sought foundation has long been before our eyes in the most basic fact—difference. If distinction is understood as a minimal act in which what is distinguished and the mode of its actualization are jointly held, then there emerges what can be regarded as a generative foundation that admits procedural reconstruction. The hypothesis is formulated as follows: the origin of the world can be reconstructed through a minimal act of tense distinction X (ANAM) as a primary generative act that makes form, content, and the transition to actualization possible. In the working hypothesis, the unfolding of this minimal act under stabilization is treated as the source of the emergence of the physical layer of the Universe. Within this framework, subsequent layers—ordering of actualizations, measure and numerical form, and stabilization invariants—are treated as forced consequences of the unfolding of X, and laws and constants as an invariant layer of stabilized regimes, recognizable in physics. It is essential that the hypothesis is specified in a reproducible form: X is formulated as a procedure of unfolding that allows autonomous runs and computational implementations, and its verification contour is built through comparison of the obtained results with independently established structures of physical knowledge (in particular, through a retrospective reconstruction of the periodic table and a physical stress test). As a contextual note: at this stage, the work is being developed as an open research program aimed at assembling a domain-competent team for correct domain formalization and large-scale computational testing. Building bridges to specific physical theories and performing strict verification of numerical thresholds requires the participation of theoretical and experimental/practical physicists, as well as specialists in modeling and computational implementation. The author’s current resources for large-scale computational runs and domain-level verification are limited; therefore, the publication fixes the generative core, the structure of consequences, and the validation format, while extension toward domain-level comparisons presupposes independent implementations and expert review by relevant specialists.