| _version_ | 1866902194504073216 |
|---|---|
| author | Faical, Lami |
| author_facet | Faical, Lami |
| contents | <p>This part positions the Plancktom framework (ERT + I_P) within established physics and information science. It argues that Plancktom is a complementary base layer that preserves all validated low-energy results while introducing a physical cutoff (“one cell – one mode – one energy – one bit”) and an explicit information quantum I_P.</p> <p> </p> <p>10.1 – Relation to QFT. QFT remains the effective low-energy interface; divergences handled by renormalization are replaced in Plancktom by a capacity ceiling per ERT cell (E_P, I_P). Degrees of freedom are finite per volume and tick, yielding potential, testable high-energy deviations while recovering Standard Model predictions in the low-energy limit.<br>10.2 – Relation to GR. Continuous geometry emerges from discrete ERT cells at macroscales. Singularities are avoided by per-cell capacity; time is operationally counted in Planck ticks t_P. Gravity can be read both geometrically (GR) and as information-correlation dynamics among cells—consistent with all current tests, differing only near Planck regimes.<br>10.3 – Thermodynamics and entropy. I_P ≈ 1 acts as a minimal entropy/information quantum. Microstate counting becomes cell-based; via correlations, volume counts project to areas, reproducing Bekenstein–Hawking scaling. Entropy grows with expansion yet remains bounded—no divergent “heat death.”<br>10.4 – Holography and dualities. Holographic behavior arises emergently: strong correlations near horizons project volumetric information onto surfaces. Dualities (incl. AdS/CFT) are reinterpreted as complementary views of the same capacity principle in energy–information terms.<br>10.5 – Quantum information theory. Qubits, channels, and entanglement acquire physical limits: max information flow per cell per tick; an irreducible Planck-noise floor sets ultimate bounds for computation, communication, and error correction—extending Landauer with hard capacity constraints.<br>10.6 – Consolidation. Plancktom is compatible with QFT/GR/QIT, integrates them as low-energy/special-case limits, and introduces I_P as a fourth fundamental alongside ħ, c, G. Falsifiability is preserved through clear pass/fail structures across high-precision lab physics and cosmology.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_17288908 |
| institution | Zenodo |
| language | eng |
| publishDate | 2025 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | Plancktom – Part 10: Foundational Positioning Faical, Lami holography GR emergence QFT compatibility Energy–Space–Time unit (ERT) Planck information (I_P) capacity principle entropy bounds quantum information dualities holography <p>This part positions the Plancktom framework (ERT + I_P) within established physics and information science. It argues that Plancktom is a complementary base layer that preserves all validated low-energy results while introducing a physical cutoff (“one cell – one mode – one energy – one bit”) and an explicit information quantum I_P.</p> <p> </p> <p>10.1 – Relation to QFT. QFT remains the effective low-energy interface; divergences handled by renormalization are replaced in Plancktom by a capacity ceiling per ERT cell (E_P, I_P). Degrees of freedom are finite per volume and tick, yielding potential, testable high-energy deviations while recovering Standard Model predictions in the low-energy limit.<br>10.2 – Relation to GR. Continuous geometry emerges from discrete ERT cells at macroscales. Singularities are avoided by per-cell capacity; time is operationally counted in Planck ticks t_P. Gravity can be read both geometrically (GR) and as information-correlation dynamics among cells—consistent with all current tests, differing only near Planck regimes.<br>10.3 – Thermodynamics and entropy. I_P ≈ 1 acts as a minimal entropy/information quantum. Microstate counting becomes cell-based; via correlations, volume counts project to areas, reproducing Bekenstein–Hawking scaling. Entropy grows with expansion yet remains bounded—no divergent “heat death.”<br>10.4 – Holography and dualities. Holographic behavior arises emergently: strong correlations near horizons project volumetric information onto surfaces. Dualities (incl. AdS/CFT) are reinterpreted as complementary views of the same capacity principle in energy–information terms.<br>10.5 – Quantum information theory. Qubits, channels, and entanglement acquire physical limits: max information flow per cell per tick; an irreducible Planck-noise floor sets ultimate bounds for computation, communication, and error correction—extending Landauer with hard capacity constraints.<br>10.6 – Consolidation. Plancktom is compatible with QFT/GR/QIT, integrates them as low-energy/special-case limits, and introduces I_P as a fourth fundamental alongside ħ, c, G. Falsifiability is preserved through clear pass/fail structures across high-precision lab physics and cosmology.</p> |
| title | Plancktom – Part 10: Foundational Positioning |
| topic | holography GR emergence QFT compatibility Energy–Space–Time unit (ERT) Planck information (I_P) capacity principle entropy bounds quantum information dualities holography |
| url | https://doi.org/10.5281/zenodo.17288908 |