Topological order and magnetic flux fractionalization in Josephson junction ladders with Mobius boundary conditions: a twisted CFT description

Details Topological order and magnetic flux fractionalization in Josephson junction ladders with Mobius boundary conditions: a twisted CFT description Topological order and magnetic flux fractionalization in Josephson junction ladders with Mobius boundary conditions: a twisted CFT description

2005-07-25

arxiv.org/abs/hep-th/0507238v1

Physics

High Energy Physics

High Energy Physics - Theory

19 pages, 3 figures, to appear in Proceedings of PI-2005, 8-th International Conference on Path Integrals. From Quantum Inform

Scientific paper

We propose a CFT description for a closed one-dimensional fully frustrated
ladder of quantum Josephson junctions with Mobius boundary conditions (see
cond-mat/0503555; we show how such a system can develop topological order
thanks to flux fractionalization. Such a property is crucial for its
implementation as a "protected" solid state qubit.

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