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Quantum Communication and Mixed-State Order in Decohered Symmetry-Protected Topological States
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Certain pure-state symmetry-protected topological orders (SPT) can be used as a resource for transmitting quantum information. Here, we investigate the ability to transmit quantum information using decohered SPT states, and relate this property to the "strange correlation functions" which diagnose quantum many-body orders in these mixed-states. This perspective leads to the identification of a class of quantum channels -- termed symmetry-decoupling channels -- which do not necessarily preserve any weak or strong symmetries of the SPT state, but nevertheless protect quantum many-body order in the decohered mixed-state. We quantify the ability to transmit quantum information in decohered SPT states through the coherent quantum information, whose behavior is generally related to a decoding problem, whereby local measurements in the system are used to attempt to "learn" the symmetry charge of the SPT state before decoherence.
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Topology meets symmetry breaking: Hidden order, intrinsically gapless topological states and finite-temperature topological transitions
Hidden-order symmetry-protected topological phases are shown to survive at finite temperature in two dimensions, with Ising- and BKT-class transitions and an intrinsically gapless U(1) variant.
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