A new 'chiral overlap' quantity bounds how much disorder can split a near-zero-energy state, explaining how topologically trivial Andreev states can mimic Majorana robustness.
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Disorder-robust trivial Majorana-like states from smooth confinement in chiral superconducting nanowires
A new 'chiral overlap' quantity bounds how much disorder can split a near-zero-energy state, explaining how topologically trivial Andreev states can mimic Majorana robustness.