Research Paper#Mathematical Physics, Gauge Theory, Integrable Systems🔬 ResearchAnalyzed: Jan 3, 2026 06:32
Yang-Mills and Yang-Baxter: A Shared Coherence Principle
Published:Dec 30, 2025 22:27
•1 min read
•ArXiv
Analysis
This paper commemorates Rodney Baxter and Chen-Ning Yang, highlighting their contributions to mathematical physics. It connects Yang's work on gauge theory and the Yang-Baxter equation with Baxter's work on integrable systems. The paper emphasizes the shared principle of local consistency generating global mathematical structure, suggesting a unified perspective on gauge theory and integrability. The paper's value lies in its historical context, its synthesis of seemingly disparate fields, and its potential to inspire further research at the intersection of these areas.
Key Takeaways
- •The paper provides a historical overview of the contributions of Rodney Baxter and Chen-Ning Yang.
- •It connects Yang-Mills theory with the Yang-Baxter equation, highlighting their shared underlying principles.
- •The paper suggests a unified perspective on gauge theory and integrable systems.
- •It emphasizes the role of local consistency in generating global mathematical structure.
Reference
“The paper's core argument is that gauge theory and integrability are complementary manifestations of a shared coherence principle, an ongoing journey from gauge symmetry toward mathematical unity.”