A zero-displacement ratio built from wave-function zeros probes Laughlin order and supports a composite-fermion-fluid description of the ν=1/5 Coulomb ground state.
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Zero-Clustering Geometry in Realistic Fractional Quantum Hall Wave Functions
A zero-displacement ratio built from wave-function zeros probes Laughlin order and supports a composite-fermion-fluid description of the ν=1/5 Coulomb ground state.