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Analysis

This paper investigates the complex root patterns in the XXX model (Heisenberg spin chain) with open boundaries, a problem where symmetry breaking complicates analysis. It uses tensor-network algorithms to analyze the Bethe roots and zero roots, revealing structured patterns even without U(1) symmetry. This provides insights into the underlying physics of symmetry breaking in integrable systems and offers a new approach to understanding these complex root structures.
Reference

The paper finds that even in the absence of U(1) symmetry, the Bethe and zero roots still exhibit a highly structured pattern.