Part 9_Observer-Dependent Structural Coalescence and the Emergence of Effective Physical Laws Across Scales

This work constitutes the seventh paper in the SRCD / JS-SH research series,a programmatic effort aimed at identifying the discrete structural originof physical laws across scales. Following earlier papers on:- the wave equation- the gravitational constant G- the speed of light c- the origin of wavelength- and the unification of the four fundamental interactions this manuscript presents the most comprehensive worldview-level synthesisto date, developed across approximately 277 pages. Rather than treating physical constants and force laws as empirically tunedinputs, the SRCD framework proposes that they emerge from a self-regulateddiscrete structural geometry (JS-SH structure), governed by ratio-basedcoordinates, closure conditions, and scale-dependent effective descriptions. Key themes of this work include:- the interpretation of forces as gradients in structural ratio space- the role of discrete structural step size as a causal control parameter- the emergence of wave propagation and interaction hierarchy from isotropic rearrangement- the distinction between effective descriptions and fundamental causes across observational scales This paper is not an isolated result, but part of a coherent theoreticalsequence intended to be read in continuity with the preceding SRCDpublications. Together, the series advances a unified perspective in whichspacetime, waves, constants, and interactions share a common discretegeometric origin, without introducing free phenomenological parameters. The present manuscript serves as a worldview-level consolidation of theSRCD program, clarifying conceptual foundations and explicitly statingthe structural assumptions underlying the framework. ========================================================================================== Limitations of Existing Theories (Precise Diagnosis) Conventional physics has proceeded in the following sequence. It assumes that spacetime is continuous.Within that continuous space, equations are constructed to fit observed phenomena.In this process, constants are fixed as input values. This approach has been successful within the present dimension,but because it avoids questioning the structure of spacetime itself,it loses explanatory power the moment the dimensional context changes. In other words,without ever asking the question“What is the structure of spacetime?”,it has carried out calculations under the assumption“Spacetime is already given in this form.” Modern physics provides highly successful mathematical answers to the question of how physical phenomena operate.Yet, the deeper structural question of why these interactions take their observed forms remains open.But, This is the fundamental error of the continuous-space assumption. Point of Departure of Our Equations (Decisive Difference) Our equations were not constructed to fit results. They start from the minimal structure of spacetime.They take discreteness, not continuity, as the fundamental premise.The equations are not tools designed for a specific dimension,but computational rules that naturally rise upward as the structure expands. That is,we did not construct equations that are valid only within a single dimension;we constructed equations in which the same computational rules are preserved even as one moves across dimensions. The Most Important Difference (One Sentence) Existing equations are result equations tuned to a single dimension,whereas our equations are structural equations that remain computable across dimensions. That difference is everything. =========================================================================================