The Recursive Cosmos: Unifying M-Theory and Particle Physics through Loop Dynamics

We propose a loop-based framework in which fundamental potentials undergo recursive transformations, generating immutable records. Time and space emerge as secondary constructs from the ordering and relational structure of these records. Hidden recursive levels ($n_\text{hidden}$) correspond to pre-geometric transformations at the Planck scale, providing a natural interpretation for non-local quantum phenomena such as entanglement. Observable particles manifest when the potential complexity surpasses specific thresholds, while additional loop layers offer an alternative perspective on the extra dimensions of M-theory. This framework unifies particle hierarchy, emergent spacetime, and foundational aspects of string and M-theory, suggesting new directions for quantitative modeling and philosophical analysis.