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Notes on the Loop Equation in Loop Space
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The loop equation satisfied by Wilson's loops in QCD is reformulated as a functional Laplace equation. Discretizing the loop space by polygons, Green's function of the functional Laplacian is represented as a path integral of the Euclidean harmonic oscillator and is applied for an iterative solution of the equation. It is shown how the usual Feynman's diagrams are reproduced through order $(g^2N)^2$ including the one with the three-gluon vertex.
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Evaluating the Role of Large Language Models in Legal Practice in India
The submitted full text is an unrelated high-energy physics article, so the abstract's legal-AI findings have no present supporting material.