The work gathers and refines methods to set QPE parameters for ground energy estimation in many-electron systems, shows complexity depends mainly on system properties, and illustrates effects via H2 simulations.
Quantum algorithm for linear systems of equations
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Proposes QLOPS as an integrated benchmarking metric for FTQC hardware that factors in code rates, decoder throughput, latency, and accuracy, illustrated via RSA-2048 factoring resource estimates.
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On the robustness of Quantum Phase Estimation to compute ground properties of many-electron systems
The work gathers and refines methods to set QPE parameters for ground energy estimation in many-electron systems, shows complexity depends mainly on system properties, and illustrates effects via H2 simulations.
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Benchmarking fault-tolerant quantum computing hardware via QLOPS
Proposes QLOPS as an integrated benchmarking metric for FTQC hardware that factors in code rates, decoder throughput, latency, and accuracy, illustrated via RSA-2048 factoring resource estimates.