Hybrid QSCI method with LCNot-UCCSD ansatz and RBM-based configuration recovery enables NISQ-era molecular simulations, demonstrated on small molecules and DMET-embedded protein-ligand systems.
Available: https://link.aps.org/doi/10.1103/PhysRevLett.123.170503
5 Pith papers cite this work, alongside 611 external citations. Polarity classification is still indexing.
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A teleportation-based parallelization architecture for neutral-atom quantum error correction delivers up to 3x speedup over extractor methods at fixed space cost and enables simulated quantum advantage at 11,495 atoms and 15-hour runtime.
Introduces a framework for universal fully holonomic adiabatic gates in Rydberg atom systems with geometric robustness analysis.
Provides component-wise energy estimates for Rydberg quantum computers and reports a potential energy advantage over classical DFT execution for the Quantum Fourier Transform under ideal error-free conditions.
Simulations of small lazy quantum walks on neutral atoms show a fidelity advantage for native multiqubit Rydberg gates over decomposed two-qubit sequences at certain gate-error regimes.
citing papers explorer
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Bridging the NISQ and Fault-Tolerant Regimes: Generative-ML-Assisted Quantum Selected CI for Molecular Simulations
Hybrid QSCI method with LCNot-UCCSD ansatz and RBM-based configuration recovery enables NISQ-era molecular simulations, demonstrated on small molecules and DMET-embedded protein-ligand systems.
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Architecting Early Fault Tolerant Neutral Atoms Systems with Quantum Advantage
A teleportation-based parallelization architecture for neutral-atom quantum error correction delivers up to 3x speedup over extractor methods at fixed space cost and enables simulated quantum advantage at 11,495 atoms and 15-hour runtime.
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Holonomic quantum computation: a scalable adiabatic architecture
Introduces a framework for universal fully holonomic adiabatic gates in Rydberg atom systems with geometric robustness analysis.
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Energetics of Rydberg-atom Quantum Computing
Provides component-wise energy estimates for Rydberg quantum computers and reports a potential energy advantage over classical DFT execution for the Quantum Fourier Transform under ideal error-free conditions.
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Lazy Quantum Walks with Native Multiqubit Gates
Simulations of small lazy quantum walks on neutral atoms show a fidelity advantage for native multiqubit Rydberg gates over decomposed two-qubit sequences at certain gate-error regimes.