Topological bound states in a twice-kicked quantum top delocalize in stages as kick strengths increase, with analytically predicted chaos boundaries that match numerical level statistics.
Sacha, Anderson localization and Mott insulator phase in the time domain, Sci
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Characterizing the transition from topology to chaos in a kicked quantum system
Topological bound states in a twice-kicked quantum top delocalize in stages as kick strengths increase, with analytically predicted chaos boundaries that match numerical level statistics.