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What is Topological Properties of Kitaev Chains about?

This paper studies the topological properties of a long-range Kitaev chain with Aubry-André-Harper modulation. It finds that the exponent of the algebraic decay of superconducting pairing determines a critical pairing strength. Above this critical strength, topological edge modes appear in the central gap. The paper also observes a lack of bulk-boundary correspondence and discusses possible realizations in ultracold atoms and condensed matter systems.

Author
Afzaal Ghazi
Language
EN

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