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This research aims to provide a multi-path argument establishing the existence of a mass gap in Yang-Mills theory using Partial-Deviation Mathematics.

July 24, 2026Open Access

V5-杨-米尔斯理论质量间隙的偏元数学视角——一项从减法不可清零公理出发的多路径初步论证 (V5-A Partial-Deviation Mathematical Perspective on the Yang-Mills Mass Gap: A Multi-Path Preliminary Argument from the Axiom of Subtraction Non-Closure)

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This research aims to provide a multi-path argument establishing the existence of a mass gap in Yang-Mills theory using Partial-Deviation Mathematics.
Developed a multi-path argument based on the subtraction non-closure axiom.
Analyzed existing lattice QCD data to construct counterfactual logic.
Investigated the contradictions posed by a zero mass gap in current experimental data.
Derived correspondence between the mass gap and cosmic residual magnitude ε ≈ 10⁻⁶⁰.
Identified shared assumptions in classical mathematics that challenge convergence to zero.
All conclusions include conditions for potential refutation based on experimental validation.

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Theoretical derivation explores mass gap existence in Yang-Mills theory, suggesting new mathematical perspectives.

Cite This Study

Song Chen (2026) studied this question.

synapsesocial.com/papers/6a630179395161722cd161ce https://doi.org/10.5281/zenodo.21496251

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V5-杨-米尔斯理论质量间隙的偏元数学视角——一项从减法不可清零公理出发的多路径初步论证 (V5-A Partial-Deviation Mathematical Perspective on the Yang-Mills Mass Gap: A Multi-Path Preliminary Argument from the Axiom of Subtraction Non-Closure)

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Cite This Study

V5-杨-米尔斯理论质量间隙的偏元数学视角——一项从减法不可清零公理出发的多路径初步论证 (V5-A Partial-Deviation Mathematical Perspective on the Yang-Mills Mass Gap: A Multi-Path Preliminary Argument from the Axiom of Subtraction Non-Closure)

Key Points

Discussion

Implication

Cite This Study

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