A sudden coupling of a trivial gapless wire to fractional or Majorana bound states induces long-lived, topologically meaningful revival dynamics and non-trivial monodromies in one dimension.
Each copy contains three primary fields, the identity I (with conformal dimension hI = 0), a real fermion field η(x,t ) (hη = 1/2) and the twist field σ(x,t ) (hσ = 1/16)
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Dynamically Induced Topology and Quantum Monodromies in a Proximity Quenched Gapless Wire
A sudden coupling of a trivial gapless wire to fractional or Majorana bound states induces long-lived, topologically meaningful revival dynamics and non-trivial monodromies in one dimension.