The Interaction Line Protocol (ILP) & Topological Geodesic Network Formalism (TGNF)

This update ( transforms the Topological Geodesic Network Formalism (TGNF) from a conceptual logic model into a terminal mechanical specification. Key Mathematical Hardening in this Version: Shannon-Derived Bit-Depth ($L_c$): Derives the informational resolution ($\approx 6.65 \times 10^{-65}$ m) strictly from the network’s Shannon Channel Capacity, linking Planck Power to the minimum bit-flip cost. First-Principles Neutrino Floor ($E_\nu$): Replaces the legacy "tuned" value with a mechanical derivation ($\approx 0.0502$ eV) based on bipartite informational work and maturation intensity ($M^2$). Restored Predictive Calculus: Re-integrates the specific integral derivations for the 4.21-second residual lag at $z \approx 7.3$ and the Scar Gradient ($\delta z$) formula for observational verification of expansion lag near mass clusters. Lattice Yield Law Resolution: Explicitly defines the Baryonic Collapse Fraction ($f_{collapse} = 0.0816$) to resolve the Hubble Tension ($H_0 \approx 73.38$ km/s/Mpc).

Authors

Publication Details

Journal
Zenodo (CERN European Organization for Nuclear Research)
Published
2026-05-11
DOI
https://doi.org/10.5281/zenodo.20120613
Primary Topic
Neutrino Physics Research
Type
preprint
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preprint

The Interaction Line Protocol (ILP) & Topological Geodesic Network Formalism (TGNF)

Aayush kumar mayank
Zenodo (CERN European Organization for Nuclear Research)
Neutrino Physics Research
preprint

The Interaction Line Protocol (ILP) & Topological Geodesic Network Formalism (TGNF)

Aayush kumar mayank
preprint en

Abstract

This update ( transforms the Topological Geodesic Network Formalism (TGNF) from a conceptual logic model into a terminal mechanical specification. Key Mathematical Hardening in this Version: Shannon-Derived Bit-Depth ($L_c$): Derives the informational resolution ($\approx 6.65 \times 10^{-65}$ m) strictly from the network’s Shannon Channel Capacity, linking Planck Power to the minimum bit-flip cost. First-Principles Neutrino Floor ($E_\nu$): Replaces the legacy "tuned" value with a mechanical derivation ($\approx 0.0502$ eV) based on bipartite informational work and maturation intensity ($M^2$). Restored Predictive Calculus: Re-integrates the specific integral derivations for the 4.21-second residual lag at $z \approx 7.3$ and the Scar Gradient ($\delta z$) formula for observational verification of expansion lag near mass clusters. Lattice Yield Law Resolution: Explicitly defines the Baryonic Collapse Fraction ($f_{collapse} = 0.0816$) to resolve the Hubble Tension ($H_0 \approx 73.38$ km/s/Mpc).

Zenodo (CERN European Organization for Nuclear Research)
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Neutrino Physics Research
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