Quantum Informational Gravity: The Arc-Neo Field-Theoretic Framework (QIG-SM Extension)
Authors/Creators
Description
This release presents the explicit Standard Model gauge-sector embedding of Quantum Informational Gravity (QIG) in the Arc-Neo field-theoretic framework. The model extends the QIG informational scalar sector to the full Standard Model gauge symmetry � using gauge-invariant couplings, while preserving perturbative consistency and ghost-free dynamics.
The submission includes fully explicit one-loop and two-loop renormalization group equations for the Standard Model gauge couplings, the QIG scalar self-coupling and mass flow, and the multiplicative running of the gauge–information couplings. The construction is written in a conservative �-scheme form suitable for independent verification, simulation, and extension.
This document is intended as a technical addendum / extension to the Arc-Neo QIG program, providing a complete Standard Model gauge-sector completion at the level of explicit RG flow and field-theoretic consistency.
This document is a technical addendum extending the Arc-Neo Quantum Informational Gravity (QIG) framework to the full Standard Model gauge symmetry �. It provides fully explicit 1-loop and 2-loop renormalization group equations for the gauge couplings, the QIG scalar sector, and the gauge–information couplings in a conservative � scheme. The informational scalar � is treated as a real gauge singlet, and no Higgs portal, Yukawa sector, or electroweak symmetry-breaking mechanism is introduced in this release. The purpose of this record is to supply a verification-ready Standard Model gauge completion while preserving perturbative consistency and ghost-free dynamics.
Standard Model gauge embedding: �
1-loop and 2-loop SM gauge beta functions
Scalar sector RG: �, �
Gauge–information couplings: �
Nonlocal informational curvature coupling running (kernel-regulated)
Consistency summary (UV/IR behavior, ghost-free conditions)
Files
full_Standard_Model_gauge_sector.pdf
Additional details
Related works
- Is supplement to
- Preprint: https://zenodo.org/records/17274469 (URL)
- Preprint: https://zenodo.org/records/17807466 (URL)