Microscopic treatment of the hybrid segment in mesoscopic Kitaev chains shows that Andreev bound state parity crossings define optimal sweet spots for localized Majoranas with large gaps.
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Numerical simulations reveal that anyonic statistics phase and synthetic gauge flux induce asymmetric transport, dynamical symmetries, and tunable chiral or antichiral expansion dynamics in interacting two-component anyon-Hubbard models.
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Optimal Majoranas in Mesoscopic Kitaev Chains
Microscopic treatment of the hybrid segment in mesoscopic Kitaev chains shows that Andreev bound state parity crossings define optimal sweet spots for localized Majoranas with large gaps.
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Asymmetric and chiral dynamics of two-component anyons with synthetic gauge flux
Numerical simulations reveal that anyonic statistics phase and synthetic gauge flux induce asymmetric transport, dynamical symmetries, and tunable chiral or antichiral expansion dynamics in interacting two-component anyon-Hubbard models.