The spontaneous symmetry breaking machine converges to one extremely stable state in small-scale experiments and K2000 numerical simulations, offering a potential advantage over other optimization simulators.
It is set by focusing on the pair of pulses—thei-th pulse and the (i+m)-th pulse—among the supplied clock pulses, where the earlier pulse influences the later pulse via the MZM
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A proof-of-principle experiment on the spontaneous symmetry breaking machine and numerical estimation of its performance on the $K_{2000}$ benchmark problem
The spontaneous symmetry breaking machine converges to one extremely stable state in small-scale experiments and K2000 numerical simulations, offering a potential advantage over other optimization simulators.