quantum-optimal-control-rydberg

name	quantum-optimal-control-rydberg
description	Quantum optimal control of the Dicke manifold in Rydberg atom arrays. Control multi-body quantum states in Rydberg platforms for quantum computing. From arXiv:2606.02283 (Pannier-Gunther et al., 2026).
tags	["quantum-control","rydberg-atoms","dicke-manifold","optimal-control"]
related_skills	["drl-quantum-optimal-control","quantum-robust-control"]

Quantum Optimal Control of Dicke Manifold in Rydberg Arrays

Overview

Quantum optimal control methodology for manipulating the Dicke manifold (symmetric subspace of multi-atom systems) in Rydberg atom arrays.

Paper: arXiv:2606.02283 (Pannier-Gunther et al., 2026)

Core Concepts

• Dicke manifold: Symmetric subspace of N two-level atoms, dimension N+1
• Rydberg atom arrays: Scalable neutral-atom quantum computing platform
• Optimal control: Design time-dependent control fields to achieve target states

Application Pattern

• Rydberg atom array state preparation
• Multi-atom entanglement generation
• Quantum gate optimization in neutral-atom platforms

Activation

Keywords: quantum optimal control, Rydberg atoms, Dicke manifold, neutral atoms, quantum computing, multi-body control

References

• arXiv:2606.02283 (Pannier-Gunther et al., 2026)