The Principle of Finite Equilibrium: Solving the Singularity Paradox and the Mathematical Proof of the Multiverse

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Authors: Gaurav Shukla
Cited by: 0

Abstract

This research paper presents 'The Principle of Finite Equilibrium,' a new theoretical framework that addresses major paradoxes in modern cosmology. The theory is built on three fundamental pillars: Mass-Energy Conservation in Motion: It proposes that as an object approaches the speed of light, it converts its internal mass into energy to maintain velocity (M \to 0), effectively preventing mass from reaching 'infinity'. Resolution of the Singularity Paradox: By applying the concept of Negative Energy (mathematically linked to -1/12), the theory proves that a physical 'hole' in space-time never forms. Instead, a repulsive-gravity equilibrium keeps the space-time fabric intact and preserves information at the boundary. Mathematical Proof of a Finite Universe: Using the fundamental relation Density \times Volume = Mass, the paper demonstrates that an infinite universe would lead to infinite gravity and the collapse of physical laws. Therefore, the universe must be finite, leading to the logical necessity of a Multiverse through timeline branching. This theory provides a bridge between General Relativity and Quantum mechanics by replacing 'Infinity' with a balanced system of Positive Mass and Negative Energy."

Fields of Study & Subjects

Relativity and Gravitational Theory Cosmology and Gravitation Theories Black Holes and Theoretical Physics

Publication details

Journal / source
Zenodo (CERN European Organization for Nuclear Research)
Publication date
16 January 2026
Document type
Preprint