Abstract This record contains the manuscript “Theory of Universal Evolution: A Structural Cycle for Cosmic Epochs and Emergence.” Version 5.6 advances the framework from parameter-focused fitting toward a stability- and admissibility-driven analysis of cosmological evolution. The Theory of Universal Evolution (TUE) models cosmic history as a bounded novelty–memory feedback cycle, where observable expansion behavior emerges from constrained accumulation rather than from presupposed geometry or fixed dark-energy parameters. Key updates in v5.6 include: Reframing cosmological fits as diagnostic probes of boundedness and residual structure, rather than optimization targets. Introduction of residual correlation analysis across supernova and BAO observables, showing smooth, bounded deviations consistent with history-dependent feedback. Clarification of admissibility criteria for viable cosmic histories, emphasizing stability under accumulated memory rather than minimal χ² alone. Consolidation of the ε–H update law and its monotonic constraints, with explicit discussion of inward-pointing boundaries and epoch-mapping limitations. The resulting fits (χ² ≈ 2.2) are interpreted not as evidence of model failure, but as indicators of where additional physical information or refined epoch structure may be required. Residuals remain bounded across the calibration window, supporting the internal consistency of the update law. This version positions TUE as a structural admissibility framework for cosmic evolution, with empirical data used to test stability, boundedness, and persistence rather than to assert parameter-level precision. Version: v5.6Contact: bobkz81@gmail.com
Robert Bucholz (Thu,) studied this question.