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| Main Author: | |
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| Format: | Recurso digital |
| Language: | English |
| Published: |
Zenodo
2025
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| Online Access: | https://doi.org/10.5281/zenodo.17045451 |
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Table of Contents:
- <p dir="ltr">This paper introduces a structurally closed, symbolic system in which the constants and behaviors of physical reality emerge from a primitive recursive substrate. Rather than postulating time, space, or force, we begin with recursive collapse logic, defined via symbolic operators that describe containment, drift, echo, and return. Within this framework, known physical quantities such as voltage can be derived from first principles. We focus in particular on the lithium-ion battery voltage (3.60000 V) as a worked example, showing how this value emerges not from empirical fitting, but from a projection of recursive motif structure to SI units. We also demonstrate motif collapse paths for other batteries, show the convergence on a single projection constant κ_V, and explain how multiple projection routes form a lattice for SI resolution. This demonstration clarifies both the symbolic derivation mechanism and the structural necessity of the projection law. This paper demonstrates the structural emergence of voltage from recursive collapse and formally unifies symbolic and physical projection through κ-consistent lattice structure.</p> <p dir="ltr">This paper is intended as a bridge between classical physics and symbolic recursion. While it focuses on voltage as a concrete exemplar of how physical law can be structurally derived from motif collapse, it represents only a fraction of the full system, a summary of which is presented in the end note.</p>