Poor Man's Majorana modes in a two-quantum-dot plus finite superconductor hybrid oscillate in number between zero and two with superconductor length on the scale of one angstrom, and separately localized modes at both ends do not appear.
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Sensitive dependence of Poor Man's Majorana modes on the length of the superconductor
Poor Man's Majorana modes in a two-quantum-dot plus finite superconductor hybrid oscillate in number between zero and two with superconductor length on the scale of one angstrom, and separately localized modes at both ends do not appear.