Controlled gate networks reduce two-qubit gate counts for linear combinations of unitary operators in quantum circuits, shown in variational calculations, rodeo eigenvalue estimation, and lattice nucleon evolution on real hardware.
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Controlled Gate Networks: Theory and Application to Eigenvalue Estimation
Controlled gate networks reduce two-qubit gate counts for linear combinations of unitary operators in quantum circuits, shown in variational calculations, rodeo eigenvalue estimation, and lattice nucleon evolution on real hardware.