Compiler Framework for Directional Transport in Zoned Neutral Atom Systems with AOD Assistance: A Hybrid Remote CZ Approach

Lingyi Kong, Chen Huang, Zhemin Zhang, Yidong Zhou, Xiangyu Ren, Shaochen Li, Zhiding Liang

#1188 of 2593 · Quantum Physics
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Tournament Score
1413±26
10501750
44%
Win Rate
24
Wins
31
Losses
55
Matches
Rating
5.5/ 10
Significance
Rigor
Novelty
Clarity

Abstract

We present a directional-transport (DT)-based remote CZ gate and compiler for zoned neutral-atom arrays that overcomes movement-bound entanglement limitations. Current AOD-based shuttling faces row/column non-crossing constraints, device-speed limits, and hardware-restricted range - bottlenecks for long-distance connectivity. Our approach reserves AODs for channel setup and micro-tuning while making DT the default for remote entanglement. Under antiblockade, a detuning-modulated pi-pulse sequence drives directional transport of a Rydberg excitation along a dynamic and resettable ancilla corridor, realizing a CZ gate between stationary, non-adjacent qubits. This cuts entangling-stage duration by approximately 50 to 90 percent versus AOD-only baselines and enables long-distance connectivity beyond objective-limited shuttling.

AI Impact Assessments

(3 models)

Scientific Impact Assessment

1. Core Contribution

This paper introduces a hybrid compilation framework for zoned neutral-atom quantum processors that combines acousto-optic deflector (AOD)-based atom shuttling with directional transport (DT) of Rydberg excitations along ancilla chains. The key insight is that instead of physically moving atoms for every long-range entangling operation—which is slow (tens to hundreds of microseconds)—one can propagate a Rydberg excitation along a pre-configured chain of ancilla atoms via antiblockade-facilitated π-pulse sequences. The AOD is used primarily for initial configuration and minor adjustments, while DT handles the actual remote CZ gate execution. The paper develops two compiler variants: a static compiler for general workloads (Ising, BV, cat, adder circuits) that configures DT channels once upfront, and a dynamic compiler for QFT-style circuits where interaction patterns shift stage-by-stage, requiring incremental channel reconfiguration.

2. Methodological Rigor

The paper presents a well-structured compilation pipeline with clear algorithmic components: priority-based qubit placement, conflict-graph-based parallel routing via greedy MIS scheduling, Hungarian algorithm-based ancilla assignment, and DT eligibility classification. The remote CZ gate protocol is described with concrete physical parameters (Ω/(2π) ≈ 3 MHz, T_hop ≈ 0.256 μs), and the total gate duration formula (Eq. 1) provides a clear scaling relationship.

However, several methodological concerns arise:

  • Fidelity modeling is underspecified. The paper mentions accounting for gate errors, motion-induced infidelity, cross-talk, and decoherence, but the actual fidelity model is never presented explicitly. Given that the DT mechanism involves multiple sequential π-pulses along an ancilla chain, each with finite error, the cumulative infidelity of a long DT chain could be significant. The paper does not discuss per-hop error rates or how fidelity degrades with chain length.
  • The DT mechanism itself is not original to this work—it draws from Wang et al. [31] (2025). The contribution is primarily at the compiler/systems level rather than at the physics level. The theoretical treatment of the remote CZ gate, while clearly presented, lacks rigorous analysis of error channels (spontaneous emission from Rydberg states, timing errors, residual interactions with non-participating atoms).
  • Baseline comparisons use ZAC, ZAP, and Enola, which are appropriate SOTA compilers. However, the comparison uses "the same hardware parameter table and zoned architecture specification as ZAP," yet the DT-based approach fundamentally changes the hardware assumptions (requiring ancilla chains, specific atom spacing for antiblockade). It is unclear whether the comparison is truly apples-to-apples, since the baselines were not designed for DT-capable hardware.
  • Scalability evidence is limited. While benchmarks go up to n=200 qubits, the paper does not discuss the ancilla overhead (how many extra atoms are needed for DT channels) or how this scales.
  • 3. Potential Impact

    The work addresses a genuine bottleneck in neutral-atom quantum computing: the mechanical motion overhead that dominates circuit execution time. If DT-based remote CZ can be realized with sufficient fidelity, this could meaningfully change compilation strategies for neutral-atom platforms. The claimed 50-90% reduction in entangling-stage duration would be transformative for near-term applications.

    The framework's integration of flying ancilla concepts from Q-Pilot with DT-specific channel planning creates a potentially useful design pattern. The static/dynamic compiler distinction recognizing that different circuit families benefit from different channel management strategies shows practical engineering insight.

    However, the real-world impact hinges critically on whether the DT mechanism can achieve competitive fidelities with current or near-term hardware. The paper's fidelity numbers (e.g., 0.011 for 200-qubit Ising circuits) are extremely low in absolute terms, though better than baselines. This raises questions about practical utility.

    4. Timeliness & Relevance

    The work is highly timely. Neutral-atom quantum computing is experiencing rapid hardware scaling (arrays exceeding 1000+ qubits), and compilation for these platforms is an active research area. The transport bottleneck is well-recognized, and this paper offers a concrete architectural alternative. The underlying DT physics (Wang et al., 2025) is very recent, making this an early mover in compiler-level exploitation of this mechanism.

    The paper targets DAC 2026, appropriate for a systems/compilation audience, though the physics community may find the treatment of the DT mechanism itself somewhat superficial.

    5. Strengths & Limitations

    Strengths:

  • Novel integration of DT into a full compilation stack, bridging physics and systems research
  • Clear performance improvements over SOTA compilers across multiple benchmark families
  • Practical distinction between static and dynamic compilation strategies
  • The priority-based placement and MIS-based parallel routing are well-engineered
  • Good coverage of benchmark circuits (QFT, Ising, BV, cat, adder)
  • Limitations:

  • The fidelity model lacks transparency; per-hop errors and Rydberg lifetime effects are not quantified
  • No experimental validation or simulation at the pulse/physics level (all results are compiler-level estimates)
  • Ancilla resource overhead is not systematically analyzed
  • The 2D extension (Fig. 2b) is briefly mentioned but not rigorously developed
  • The paper does not discuss crosstalk in dense ancilla chains or practical constraints on chain length
  • Writing quality could be improved in places (some repetition, the algorithm pseudocode uses undefined predicates like `TooExp`, `Infeasible`)
  • Limited discussion of how the approach handles errors or integrates with error correction
  • Additional Observations

    The paper's claim of "first to integrate DT channels into zoned architectures" appears valid based on the cited literature. The concept of using pre-use qubits as temporary relay nodes is clever and resource-efficient. However, the fundamental question—whether DT chains can maintain coherence over practically useful lengths—is deferred to the physics literature rather than being rigorously validated within this work.

    Rating:5.5/ 10
    Significance 6Rigor 4.5Novelty 6.5Clarity 5.5

    Generated Apr 14, 2026

    Comparison History (55)

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