This document computes the Josephson loop integral, revealing topological constraints on superfluid flow.
Building upon the structural analysis of the QCD Ward identity established in Letter 248, this document executes the computation of the Josephson loop integral over the target space F(1, 2; 3). We demonstrate that themacro-scale superfluid flow within the BCT lattice is topologically boundby the exact geometric constraints of the 24-cell and D4 root systems. By applying the Corrected Casimir-Void identity, we prove that the topological holonomy quantizes into rigid geometric limits, rendering legacy perturbative approaches obsolete.
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Michel Cabrié (2026) studied this question.
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