arXiv · 1907.11413
Bosonization for fermions and parafermions
Abstract
Parafermions are fractional excitations which can be regarded as generalizations of Majorana bound states, but in contrast to the latter they require electron-electron interactions. Compared to Majorana bound states, they offer richer non-Abelian braiding statistics, and have thus been proposed as building blocks for topologically protected universal quantum computation. In this review, we provide a pedagogical introduction to the field of parafermion bound states in one-dimensional systems. We present the necessary theoretical tools for their study, in particular bosonization and the renormalization-group technique, and show how those can be applied to study parafermions.
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Thomas L. Schmidt. 2019-07-26. Bosonization for fermions and parafermions. https://doi.org/10.1140/epjst%2Fe2019-900112-y
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