Numerical simulations of a mobile impurity in a disordered Kitaev chain reveal regime-dependent localization patterns, with partial localization in the topological phase, sharper localization in the trivial phase, and edge preference explained by Majorana dimer counting.
Seoane Souto, A
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The paper outlines the generalization of cabling-based entangling gates to SU(N) anyons and identifies differences and new problems that arise.
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Localization pattern of a mobile impurity in the disordered Kitaev chain
Numerical simulations of a mobile impurity in a disordered Kitaev chain reveal regime-dependent localization patterns, with partial localization in the topological phase, sharper localization in the trivial phase, and edge preference explained by Majorana dimer counting.
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Entangling gates for the SU(N) anyons
The paper outlines the generalization of cabling-based entangling gates to SU(N) anyons and identifies differences and new problems that arise.