Algebraic rank-one decompositions and graph-theoretic transport scheduling reduce addressing layers by up to 2x and atom transports by ~50% for neutral-atom quantum circuits.
Up to an irrelevant global phase, any single-qubit Clifford operator admits a decom- position of the form U = P HaSb where P ∈ {I, X, Y, Z }, a ∈ {0, 1}, and b ∈ {0, 1, 2, 3}
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Structure-Aware Compilation for Scalable Neutral-Atom Quantum Computing
Algebraic rank-one decompositions and graph-theoretic transport scheduling reduce addressing layers by up to 2x and atom transports by ~50% for neutral-atom quantum circuits.