| _version_ | 1866901177863503872 |
|---|---|
| author | Simpson, Brian |
| author_facet | Simpson, Brian |
| contents | <p>This record contains the Octomorphic Framework, a discrete, substrate-level theoretical system for physical structure.</p> <p>The framework defines a finite configuration space, admissibility gates that determine which configurations are lawful, and a successor ordering governing how lawful configurations may follow one another. From these primitives it derives structural phenomena normally taken as axiomatic in standard physics, including atomic organization, chemical periodicity, nuclear stability patterns, exclusion behavior, and element-specific constraints.</p> <p>The Octomorphic Framework does not reformulate or extend existing physical theories. It introduces a different substrate ontology. Familiar concepts such as particles, forces, energy, momentum, wavefunctions, and spacetime are not primitive within this framework and appear, where referenced, only as translation-layer diagnostics for communication with conventional physics.</p> <p>Core features include:</p> <p>a base-8 discrete registry of configurations,</p> <p>phase labels in eighths (L = k/8),</p> <p>admissibility gates (ΔL, TB, λ², Ω_local),</p> <p>a lawful/NULL existence predicate (Φ),</p> <p>and a non-associative, order-sensitive successor selection policy.</p> <p>Predictions produced by the framework are parameter-free and structural, not fitted. These include categorical outcomes such as element admissibility, isotope stability or instability, magic number behavior, and uniqueness constraints (e.g., carbon). Numerical precision common in parameterized models is not the objective at the substrate level.</p> <p>Experimental observables reported in standard physics (e.g., scattering cross sections, decay rates, spectroscopic values) are treated as measurement-level constructs. Mapping between lawful configuration evolution and such observables is a translation problem and does not modify the underlying substrate law presented here.</p> <p>This record is intended to be read in the order specified in the included Orientation for Physicists document, which defines ontology, scope, vocabulary, and rules of engagement. Readers are strongly advised to begin there to avoid importing incompatible assumptions.</p> <p>All documents in this record are versioned, internally consistent, and auditable. The framework stands or falls on the validity of its internal derivations and on falsifiable structural predictions.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_18446201 |
| institution | Zenodo |
| language | |
| publishDate | 2026 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | TOF ORIENTATION READ FIRST Simpson, Brian <p>This record contains the Octomorphic Framework, a discrete, substrate-level theoretical system for physical structure.</p> <p>The framework defines a finite configuration space, admissibility gates that determine which configurations are lawful, and a successor ordering governing how lawful configurations may follow one another. From these primitives it derives structural phenomena normally taken as axiomatic in standard physics, including atomic organization, chemical periodicity, nuclear stability patterns, exclusion behavior, and element-specific constraints.</p> <p>The Octomorphic Framework does not reformulate or extend existing physical theories. It introduces a different substrate ontology. Familiar concepts such as particles, forces, energy, momentum, wavefunctions, and spacetime are not primitive within this framework and appear, where referenced, only as translation-layer diagnostics for communication with conventional physics.</p> <p>Core features include:</p> <p>a base-8 discrete registry of configurations,</p> <p>phase labels in eighths (L = k/8),</p> <p>admissibility gates (ΔL, TB, λ², Ω_local),</p> <p>a lawful/NULL existence predicate (Φ),</p> <p>and a non-associative, order-sensitive successor selection policy.</p> <p>Predictions produced by the framework are parameter-free and structural, not fitted. These include categorical outcomes such as element admissibility, isotope stability or instability, magic number behavior, and uniqueness constraints (e.g., carbon). Numerical precision common in parameterized models is not the objective at the substrate level.</p> <p>Experimental observables reported in standard physics (e.g., scattering cross sections, decay rates, spectroscopic values) are treated as measurement-level constructs. Mapping between lawful configuration evolution and such observables is a translation problem and does not modify the underlying substrate law presented here.</p> <p>This record is intended to be read in the order specified in the included Orientation for Physicists document, which defines ontology, scope, vocabulary, and rules of engagement. Readers are strongly advised to begin there to avoid importing incompatible assumptions.</p> <p>All documents in this record are versioned, internally consistent, and auditable. The framework stands or falls on the validity of its internal derivations and on falsifiable structural predictions.</p> |
| title | TOF ORIENTATION READ FIRST |
| url | https://doi.org/10.5281/zenodo.18446201 |