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Hypercubic cluster entanglement in the optical frequency comb

Olivier Pfister, University of Virginia

(Session 7b : Friday from 4:00 - 4:30)

Abstract. Based on our continuing collaboration with Nicolas Menicucci for the theory, we describe a highly nontrivial planned expansion of our previous experimental demonstration of the entanglement of the optical frequency comb into 15 independent quadripartite continuous-variable cluster states (first reported at SQuINT). We will show how multiple hypercubic graph states can be experimentally generated in the optical frequency comb of a few optical parametric oscillators, all of which are considerably simpler than in our previous proposals and experiments.