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GitHub / Riddhiman2005 / An-Elementary-Introduction-of-Integrability-in-Statistical-Physics-Quantum-Groups-and-Knot-Theory
This paper presents an explanation of integrability in statistical physics, quantum groups, & knot theory. It discusses the 6 vertex model, its connection to Yang-Baxter equation, leading to YB algebras & quantum groups. Introduces the Jones polynomial's connections to Artin's braid group & tangles, and role in defining quantum invariants of knots.
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License: None
Language: TeX
Repo Size: 293 KB
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Created: 10 months ago
Updated: 10 months ago
Last pushed: 10 months ago
Last synced: 10 months ago
Topics: 6-vertex-model, hopf-algebra, quantum, quantum-groups, statistical, tangles, yang-baxter
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