The Archetype: Holographic Information Processing and the Emergence of Dark Matter
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2026
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| _version_ | 1866901507611295744 |
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| author | Lee, Charles Mark |
| author_facet | Lee, Charles Mark |
| contents | <p>We present a first-principles theoretical framework demonstrating that the phenomenology of dark matter emerges from the fundamental information-processing limits of the Vacuum Matrix Substrate (VMS)—a discrete, holographic quantum computational medium underlying spacetime.</p> <p>Rather than invoking particulate dark matter (WIMPs) or phenomenological modifications to inertia (MOND), this framework derives galactic dynamics directly from the geometric overhead required to project 2D holographic boundary information into 3D bulk space. By quantifying structural complexity via the Fisher Information Metric and anchoring the substrate's processing limit to the asymptotic de Sitter horizon (H_\infty), "The Archetype" framework successfully yields:</p> <p>The Dark Matter Ratio: A geometric derivation of the cosmic dark-to-baryonic matter ratio (\Omega_c / \Omega_b \approx 5.3) derived from a 2\pi - 1 projection factor.</p> <p>The Tully-Fisher Relation: A zero-free-parameter derivation of the Baryonic Tully-Fisher Relation (M_b \propto v_{\text{max}}^4).</p> <p>Freeman's Law: A fundamental derivation of Freeman's surface brightness limit (\Sigma \approx 100 \, M_\odot/\text{pc}^2).</p> <p>Furthermore, the framework generates strict falsifiability tests, most notably predicting an L/c "algorithmic lag" that manifests as asymmetric dark matter wakes trailing high-velocity cluster mergers (e.g., the Bullet Cluster), as well as environmental algorithmic compression variance in Low Surface Brightness (LSB) galaxies.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_18818689 |
| institution | Zenodo |
| language | |
| publishDate | 2026 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | The Archetype: Holographic Information Processing and the Emergence of Dark Matter Lee, Charles Mark Quantum Gravity, Dark Matter, Holographic Principle, Emergent Gravity, Tully-Fisher Relation, Fisher Information, Cosmology, Astrophysics, Addponent Operator Quantum Gravity Dark Matter Holographic principle Emergent gravity Tully-Fisher relation Fisher information Cosmology Astrophysics Addponent Operator <p>We present a first-principles theoretical framework demonstrating that the phenomenology of dark matter emerges from the fundamental information-processing limits of the Vacuum Matrix Substrate (VMS)—a discrete, holographic quantum computational medium underlying spacetime.</p> <p>Rather than invoking particulate dark matter (WIMPs) or phenomenological modifications to inertia (MOND), this framework derives galactic dynamics directly from the geometric overhead required to project 2D holographic boundary information into 3D bulk space. By quantifying structural complexity via the Fisher Information Metric and anchoring the substrate's processing limit to the asymptotic de Sitter horizon (H_\infty), "The Archetype" framework successfully yields:</p> <p>The Dark Matter Ratio: A geometric derivation of the cosmic dark-to-baryonic matter ratio (\Omega_c / \Omega_b \approx 5.3) derived from a 2\pi - 1 projection factor.</p> <p>The Tully-Fisher Relation: A zero-free-parameter derivation of the Baryonic Tully-Fisher Relation (M_b \propto v_{\text{max}}^4).</p> <p>Freeman's Law: A fundamental derivation of Freeman's surface brightness limit (\Sigma \approx 100 \, M_\odot/\text{pc}^2).</p> <p>Furthermore, the framework generates strict falsifiability tests, most notably predicting an L/c "algorithmic lag" that manifests as asymmetric dark matter wakes trailing high-velocity cluster mergers (e.g., the Bullet Cluster), as well as environmental algorithmic compression variance in Low Surface Brightness (LSB) galaxies.</p> |
| title | The Archetype: Holographic Information Processing and the Emergence of Dark Matter |
| topic | Quantum Gravity, Dark Matter, Holographic Principle, Emergent Gravity, Tully-Fisher Relation, Fisher Information, Cosmology, Astrophysics, Addponent Operator Quantum Gravity Dark Matter Holographic principle Emergent gravity Tully-Fisher relation Fisher information Cosmology Astrophysics Addponent Operator |
| url | https://doi.org/10.5281/zenodo.18818689 |