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Efficient Ground-State Manifold Amplification for Rydberg Atom Arrays via Houdayer Cluster Updates

Andrew J. Ochoa, Martin J. A. Schuetz, Helmut G. Katzgraber · 2026 · arXiv

DOI: 10.48550/arXiv.2610.28528 · open-access PDF

Indonesian

Kami mendemonstrasikan pendekatan hibrid kuantum-klasik untuk mengeksplorasi berbagai masalah set independen maksimum, di mana perangkat keras kuantum menyediakan solusi awal dan algoritma post-processing yang sepenuhnya klasik memperluas mereka, meningkatkan keragaman solusi dari pengukuran perangkat keras kuantum hingga beberapa urutan ukuran. perangkat optimasi kuantum, sementara mampu menghasilkan solusi berkualitas tinggi, dapat menderita batasan sampling fundamental.

Machine translation (Meta M2M100); the English original follows.

Abstract

We demonstrate a hybrid quantum-classical approach for exploring ground-state manifolds of maximum independent set problems, in which quantum hardware supplies the initial solutions and an entirely classical post-processing algorithm expands them, increasing the solution diversity of quantum hardware measurements by up to several orders of magnitude. Quantum optimization devices, while capable of generating high-quality solutions, can suffer from fundamental sampling limitations. This is particularly problematic for applications that strongly depend on a large variety of uncorrelated optimal s

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