The non-Hermitian double kicked rotor hosts Floquet topological phases labeled by two winding numbers, detectable by a generalized mean chiral displacement, with edge states counted by the bulk invariants.
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Non-Hermitian Floquet topological phases in the double-kicked rotor
The non-Hermitian double kicked rotor hosts Floquet topological phases labeled by two winding numbers, detectable by a generalized mean chiral displacement, with edge states counted by the bulk invariants.