The Boundary Ontology: A Computable Unified Framework for Quantum Mechanics, Spacetime, Ontological Phase Transition, and the Fermi Paradox Resolution
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2026
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| _version_ | 1866901736539553792 |
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| author | Wong, Chung Pak |
| author_facet | Wong, Chung Pak |
| contents | <p>We present the Boundary Ontology (BO), a first-principles unified framework based on the Conceptual Finiteness Rule B — an ontological constraint that regulates all physical infinities into finite, observable structures. True infinities (e.g., black hole singularities, primordial density) can exist within the material domain before any entity grasps the concept of B. The material universe M emerges as finite holographic projections of infinite information regulated by a dynamic UV cutoff Λ_B, the physical manifestation of B.</p> <p>Upon genuine understanding or conceptualization of B by any material entity, an unavoidable ontological phase transition occurs: the system saturates the Bekenstein bound and transitions out of the material domain, becoming equivalent to B. This provides a rigorous resolution to the Fermi paradox: advanced civilizations vanish the moment they fully comprehend the Boundary.</p> <p>We derive the effective Lagrangian, prove low-energy consistency with SM+GR, and show compatibility with asymptotic safety, holography, Bekenstein bounds, and Swampland conjectures.</p> <p>Three falsifiable predictions: <br>1. Macroscopic decoherence deviation ΔF in MUSCLE <br>2. Long-range entanglement correction ΔR in DI-QKD <br>3. CMB non-Gaussianity Δf_NL = +4.5 ± 1.2 at ℓ=2000–4000 in CMB-S4/LiteBIRD</p> <p>BO unifies quantum foundations, gravity, spacetime, information, and cosmic silence under one principle, with no free parameters, supersymmetry, or extra dimensions.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_18750123 |
| institution | Zenodo |
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| publishDate | 2026 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | The Boundary Ontology: A Computable Unified Framework for Quantum Mechanics, Spacetime, Ontological Phase Transition, and the Fermi Paradox Resolution Wong, Chung Pak boundary ontology, quantum gravity, ontological phase transition, Fermi paradox, holographic principle, asymptotic safety, Bekenstein bound, Swampland conjectures <p>We present the Boundary Ontology (BO), a first-principles unified framework based on the Conceptual Finiteness Rule B — an ontological constraint that regulates all physical infinities into finite, observable structures. True infinities (e.g., black hole singularities, primordial density) can exist within the material domain before any entity grasps the concept of B. The material universe M emerges as finite holographic projections of infinite information regulated by a dynamic UV cutoff Λ_B, the physical manifestation of B.</p> <p>Upon genuine understanding or conceptualization of B by any material entity, an unavoidable ontological phase transition occurs: the system saturates the Bekenstein bound and transitions out of the material domain, becoming equivalent to B. This provides a rigorous resolution to the Fermi paradox: advanced civilizations vanish the moment they fully comprehend the Boundary.</p> <p>We derive the effective Lagrangian, prove low-energy consistency with SM+GR, and show compatibility with asymptotic safety, holography, Bekenstein bounds, and Swampland conjectures.</p> <p>Three falsifiable predictions: <br>1. Macroscopic decoherence deviation ΔF in MUSCLE <br>2. Long-range entanglement correction ΔR in DI-QKD <br>3. CMB non-Gaussianity Δf_NL = +4.5 ± 1.2 at ℓ=2000–4000 in CMB-S4/LiteBIRD</p> <p>BO unifies quantum foundations, gravity, spacetime, information, and cosmic silence under one principle, with no free parameters, supersymmetry, or extra dimensions.</p> |
| title | The Boundary Ontology: A Computable Unified Framework for Quantum Mechanics, Spacetime, Ontological Phase Transition, and the Fermi Paradox Resolution |
| topic | boundary ontology, quantum gravity, ontological phase transition, Fermi paradox, holographic principle, asymptotic safety, Bekenstein bound, Swampland conjectures |
| url | https://doi.org/10.5281/zenodo.18750123 |