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Braiding Interactions in Anyonic Quantum Walks

Year: 2012
Type: preprint
Abstract: The anyonic quantum walk is a dynamical model describing a single anyon propagating along a chain of stationary anyons and interacting via mutual braiding statistics. We review the recent results on the effects of braiding statistics in anyonic quantum walks in quasi-one dimensional ladder geometries. For anyons which correspond to spin-1/2 irreps of the quantum groups $SU(2)_k$, the non-Abelian species $(1
Language: English
Open Access status: green
OpenAlex ID: W59242955
Cites: 1
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Related to: 20