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Evaluating the performance of quantum processing units at large width and depth
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Quantum computers have now surpassed classical simulation limits, yet noise continues to limit their practical utility. As the field shifts from proof-of-principle demonstrations to early deployments, there is no standard method for meaningfully and scalably comparing heterogeneous quantum hardware. Existing benchmarks typically focus on gate-level fidelity or constant-depth circuits, offering limited insight into algorithmic performance at depth. Here we introduce a benchmarking protocol based on the linear ramp quantum approximate optimization algorithm (LR-QAOA), a fixed-parameter, deterministic variant of QAOA. LR-QAOA quantifies a QPU's ability to preserve a coherent signal as circuit depth increases, identifying when performance becomes statistically indistinguishable from random sampling. We apply this protocol to 24 quantum processors from six vendors, testing problems with up to 156 qubits and 10,000 layers across 1D-chains, native layouts, and fully connected topologies. This constitutes the most extensive cross-platform quantum benchmarking effort to date, with circuits reaching a million two-qubit gates. LR-QAOA offers a scalable, unified benchmark across platforms and architectures, making it a tool for tracking performance in quantum computing.
Forward citations
Cited by 4 Pith papers
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Quantum Approximate Optimization via Noise-Directed Adaptive Warm-Starting
Bitflip-gauge warm-start QAOA that aligns the ansatz with amplitude-damping noise improves 100-qubit Ising approximation ratios over non-gauge iterative warm-start at no extra circuit cost.
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Clifford Volume and Free Fermion Volume: Complementary Scalable Benchmarks for Quantum Computers
Two new classically verifiable benchmark scores, Clifford Volume and Free Fermion Volume, are defined, simulated under noise, and Clifford Volume is measured on the Quantinuum H2-1 device as 34 qubits.
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Simulating Quantum State Transfer between Distributed Devices using Noisy Interconnects
A noisy quantum channel can simulate a perfect state transfer via a quasiprobability recipe whose sampling overhead is 2/F - 1, where F is the channel's entanglement fidelity, validated on IBM quantum hardware.
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A Physics-Informed Neuro-Fuzzy Framework for Quantum Error Attribution
An ANFIS classifier with a Bhattacharyya-distance veto reports 89.5% effective accuracy separating quantum hardware noise from software bugs, but its main features presuppose the ground-truth circuit and its veto thre...
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