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The study aims to provide a finite account of colour confinement using a quantitative error correction framework.

July 3, 2026Open Access

Colour confinement as finite record geometry: Closed-cell triality, Wilson strings, tensor-network entropy, the baryon Y-junction, and finite-temperature deconfinement in a bond-bipyramid QEC substrate

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The study aims to provide a finite account of colour confinement using a quantitative error correction framework.
Develops a kinematic model on a closed oriented colour cell to assess gauge-invariant records.
Analyzes dynamical properties on a bond-centred bipyramid structure focusing on edge-loop Wilson records.
Employs tensor-network analysis with an exact fixed-strip transfer matrix to explore string tensions and configurations.
Identified string tension of sigma=-log(beta/18) through the Creutz ratio.
Demonstrated that the proton's colour sector is the unique minimal three-fundamental triality-zero record.
Achieved zero cubic-axis spread through a finite isotropy gate in numerical precision.

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Randomized trial explores colour confinement and tensor-network entropy, offering insights into strong coupling phenomena.

David Elliman (2026) studied this question.

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