INFINITY MECHANICS: The Scale-Recursive World Hypothesis

This paper presents the Scale-Recursive World Hypothesis as a proposed development within the Infinity Mechanics conceptual framework. The hypothesis proposes that physical reality is one connected hierarchy of organized structures extending without an assumed smallest or largest scale. Corresponding structures recur across scales with proportionally reduced or enlarged dimensions and preserved internal ratios. It further proposes that the same fundamental physical laws apply throughout this hierarchy; that observers experience processes within their own scale as locally normal; that corresponding processes share a common temporal scaling relationship across scales; and that ordinary interactions between differently scaled organized structures are negligible. These claims are presented as hypotheses rather than established findings. The paper defines the proposed spatial and temporal scaling concepts and identifies open questions concerning physical mechanisms, mathematical consistency, and empirical tests.