Unified Information-Density Theory v3.9 - Clay Mathematics Institute Yang-Mills Mass Gap submission with complete verification suite
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Updated
Mar 7, 2026 - Python
Unified Information-Density Theory v3.9 - Clay Mathematics Institute Yang-Mills Mass Gap submission with complete verification suite
Executable Hilbert–Schmidt certificates establishing a Yang–Mills mass gap via operator coercivity transfer, with CI-enforced monotonicity and frozen artifacts.
A minimal reductio argument identifying a logical tension in the standard formulation of the Yang–Mills mass gap problem.
Spectral Electromagnetic Confinement Theory (SECT). Teoría de campo clásica efectiva para solitones electromagnéticos topológicos autoconfinados, independiente de QCD/Higgs.
This repository presents a constructive solution to the Yang–Mills existence and mass gap problem, a Clay Millennium Prize topic. The framework confirms the existence of a positive mass gap through verifiable quantum field logic. 本リポジトリでは、クレイ懸賞問題のひとつであるヤン–ミルズ存在と質量ギャップ問題に対し、構成的に正の質量ギャップの存在を示す理論を収録しています。量子場理論に基づき、検証可能な構成を整備しています。
Yang-Mills existence and mass gap via self-adjoint gauge persistence. Canonical Lane is a defined term for the constrained theorem lane.
🔍 Verify and certify analytic bounds related to the Yang–Mills mass gap problem using reproducible computer-assisted scripts.
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