Generalized Bernoulli disorder in the SSH model induces multiple re-entrant topological windows with phase boundaries set by the inverse localization length of zero modes.
Title resolution pending
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
verdicts
UNVERDICTED 2representative citing papers
The authors map the localization transition in a helical Aubry-André model versus helical hopping strength and range N, using a geometric Binder cumulant from polarization amplitudes to locate the critical potential.
citing papers explorer
-
Multiple re-entrant topological windows induced by generalized Bernoulli disorder
Generalized Bernoulli disorder in the SSH model induces multiple re-entrant topological windows with phase boundaries set by the inverse localization length of zero modes.
-
Localization Transitions in a Half-Filled Helical Aubry-Andr\'e Model
The authors map the localization transition in a helical Aubry-André model versus helical hopping strength and range N, using a geometric Binder cumulant from polarization amplitudes to locate the critical potential.