Robust Control and Entanglement of Qudits in Neutral Atom Arrays
Amir Burshtein, Shachar Fraenkel, Moshe Goldstein, and Ran Finkelstein

TL;DR
This paper presents a practical scheme for controlling and entangling qudits in neutral atom arrays, enabling high-fidelity quantum gates for qudit-based quantum computing with minimal resources.
Contribution
It introduces a universal, resource-efficient protocol for controlling and entangling qudits in neutral atom arrays, including a concrete implementation of the controlled-Z gate for any local dimension.
Findings
Efficient single-qudit gates via simultaneous multi-transition driving.
A universal controlled-Z gate scheme for any local dimension d.
Optimally-controlled pulses robust to experimental imperfections.
Abstract
Quantum devices comprised of elementary components with more than two stable levels - so-called qudits - enrich the accessible Hilbert space, enabling applications ranging from fault-tolerant quantum computing to simulating complex many-body models. While several quantum platforms are built from local elements that are equipped with a rich spectrum of stable energy levels, schemes for the efficient control and entanglement of qudits are scarce. Importantly, no experimental demonstration of multi-qudit control has been achieved to date in neutral atom arrays. Here, we propose a general scheme for controlling and entangling qudits and perform a full analysis for the case of qutrits, encoded in ground and metastable states of alkaline earth atoms. We find an efficient implementation of single-qudit gates via the simultaneous driving of multiple transition frequencies. For entangling…
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