https://www.selleckchem.com/pr....oducts/Vandetanib.ht
Strong zero modes provide a paradigm for quantum many-body systems to encode local degrees of freedom that remain coherent far from the ground state. Example systems include Z_n chiral quantum clock models with strong zero modes related to Z_n parafermions. Here, we show how these models and their zero modes arise from geometric chirality in fermionic Mott insulators, focusing on n=3 where the Mott insulators are three-leg ladders. We link such ladders to Z_3 chiral clock models by combining bosonization with general symmetry conside
Like
Comment
Share
