A single imposed clock in a guided-wave lattice of nonlinear dipoles self-organizes a photonic discrete time quasicrystal via back-action selecting two response frequencies whose sum locks to the pump while the complementary phase winds.
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Integrable Floquet time crystals realized in 1D quadratic lattice models from spin chains, with rigid DTC phase, phase diagram showing transitions to Floquet paramagnet, and exponentially diverging lifetime via finite-size scaling.
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Self-organized photonic time quasicrystal from a single imposed clock
A single imposed clock in a guided-wave lattice of nonlinear dipoles self-organizes a photonic discrete time quasicrystal via back-action selecting two response frequencies whose sum locks to the pump while the complementary phase winds.
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Integrable Floquet Time Crystals in One Dimension
Integrable Floquet time crystals realized in 1D quadratic lattice models from spin chains, with rigid DTC phase, phase diagram showing transitions to Floquet paramagnet, and exponentially diverging lifetime via finite-size scaling.