A general scheme extracts real-space order parameters from dominant Fock-state patterns in many-body ground states, revealing sub-structures within topological sectors and diagnosing BKT transitions.
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Optimal single-site operators for multipartite nonlocality in 1D spin chains exhibit mirror symmetry and remain robust across phases in Ising-type models.
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Beyond Topological Invariants: Order Parameters from Dominant Fock-state Patterns
A general scheme extracts real-space order parameters from dominant Fock-state patterns in many-body ground states, revealing sub-structures within topological sectors and diagnosing BKT transitions.
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Intrinsic Mirror Symmetry and Robustness of Optimal Nonlocal Operators in One-Dimensional Quantum Spin Chains
Optimal single-site operators for multipartite nonlocality in 1D spin chains exhibit mirror symmetry and remain robust across phases in Ising-type models.