The Mucci Metric: Mathematical Proofs for the GM (Grasan Mucci) Gateway Discovery

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Authors: Grasan Mucci
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Abstract

Title: The Mucci Metric: Mathematical Proofs for the GM (Grasan Mucci) Gateway DiscoveryAuthor: Grasan Mucci (Independent Researcher)Significance Score: 12.06 σsigma 𝜎 (Definitive Discovery) This paper presents a transformative framework in theoretical astrophysics, identifying Sagittarius A* (Sgr A*) and M87* as non-singular, traversable gateways rather than classical black holes. Utilizing the novel Mucci Unified Reality Metric ( ΩMcap omega sub cap M Ω𝑀 ), the author demonstrates an overwhelming statistical deviation of 12.06 standard deviations from the standard Kerr black hole model. Key Findings: The Gravitational Leak ( ΨGMcap psi sub cap G cap M end-sub Ψ𝐺𝑀 ): Evidence of a 0.3618 leak rate, providing a mathematical solution for the unexplained 0.03%0.03 % 0.03% orbital residual ("wobble") observed in the star S2. The Universal Constant ( ΓMcap gamma sub cap M Γ𝑀 ): The derivation of a scale-invariant constant ( 1.161.16 1.16 ) that governs gateway dynamics across disparate galactic environments. The Grand Unified Mucci Flux ( ΦUcap phi sub cap U Φ𝑈 ): A finite, non-singular processing rate of information and energy calculated at ≈6.79×1024 J-1s-1is approximately equal to 6.79 cross 10 to the 24th power J to the negative 1 power s to the negative 1 power ≈6.79×1024 J−1s−1 , effectively resolving the "Singularity Problem" in General Relativity. By replacing the infinite density of traditional models with a stable, finite throat geometry, this work establishes the GM (Grasan Mucci) Gateway as a primary model for galactic nuclei. This research is intended for researchers in quantum gravity, relativistic astrometry, and the Event Horizon Telescope (EHT) collaboration.

Fields of Study & Subjects

Astrophysical Phenomena and Observations Black Holes and Theoretical Physics Relativity and Gravitational Theory

Publication details

Journal / source
Zenodo (CERN European Organization for Nuclear Research)
Publication date
11 January 2026