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Finite-Size Effects and Irrelevant Corrections to Scaling Near the Integer Quantum Hall Transition

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Obuse, Hideaki ; Gruzberg, Ilya A. ; Evers, Ferdinand
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Date of publication of this fulltext: 18 Jun 2021 06:47


We present a numerical finite-size scaling study of the localization length in long cylinders near the integer quantum Hall transition employing the Chalker-Coddington network model. Corrections to scaling that decay slowly with increasing system size make this analysis a very challenging numerical problem. In this work we develop a novel method of stability analysis that allows for a better ...


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