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arXiv 2608.24084quant-ph

通过丰富的原生两量子比特门提升超导量子处理器的连通性瓶颈

Lifting connectivity bottlenecks in superconducting quantum processors via enriched native two-qubit gates

Hanyi Wang, Jingzhe Guo, Lijun Sun, Zhaohui Yang, Weizhi Tao, Xingye Yuan, Qiankun Wang, Bihao Guo, Chunwang Liu, Rui Yang, Yang Li, Yu Fan, Jiasheng Hu, Junhe … 展开作者

Hanyi Wang, Jingzhe Guo, Lijun Sun, Zhaohui Yang, Weizhi Tao, Xingye Yuan, Qiankun Wang, Bihao Guo, Chunwang Liu, Rui Yang, Yang Li, Yu Fan, Jiasheng Hu, Junhe Wang, Shuyue Zheng, Shengbin Wang, Xinfang Zhang, Feng Wu, Hantao Sun, Jianxin Chen

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中文总结 AI 辅助

本研究采用AshN控制方案,通过将量子比特路由与逻辑交互合并为原生操作,在一维、二维基准电路中减少45%左右两量子比特门数量,成功制备并认证八量子比特Dicke态,为缓解超导量子处理器连通性约束提供实用方法。

中文摘要 AI 辅助

有限的量子比特连通性是超导量子处理器的核心架构约束,其平面布局需要额外的门来介导远距离量子比特之间的相互作用。本文采用AshN控制方案,该方案对每一对近邻量子比特进行丰富的两量子比特控制,可将逻辑相互作用与所需的量子比特路由合并为单一原生操作,有效将稀疏的硬件图转化为连通性更强的计算架构。在研究的基准实例中,所得的合成能力可在受约束的一维和二维晶格上实现可靠执行,编译后的两量子比特门数量接近全对全连通参考的水平。在一维和二维拓扑结构的7个基准电路中,与基于受控-Z(CZ)的编译相比,基于AshN的实现分别实现了两量子比特门数量的几何平均减少45.2%和43.7%。使用AshN门,我们制备了保真度为0.736的八量子比特双激发Dicke态,并使用完全正部分转置见证(fully positive-partial-transpose witness)对其真正多体纠缠进行了认证,而相同的见证无法对基于CZ的实现进行纠缠认证。在测试的晶格配置中,包括最多存在3个连通缺陷的配置,该态的保真度和纠缠认证仍保持稳健。本研究确立了原生门工程作为缓解连通性约束的实用方法。

英文摘要

Limited qubit connectivity is a central architectural constraint in superconducting quantum processors, whose planar layouts require additional gates to mediate interactions between distant qubits. Here, we use the AshN control scheme, where rich two-qubit control on every nearest-neighbour pair allows a logical interaction and the required qubit routing to be merged into a single native operation, effectively transforming a sparse hardware graph into a more connected computational architecture. For the benchmark instances studied, the resulting synthesis capability enables reliable execution on constrained one- and two-dimensional lattices, with compiled two-qubit gate counts approaching those of an all-to-all-connected reference. Across seven benchmark circuits on one- and two-dimensional topologies, the AshN-based implementation achieves geometric-mean reductions of $45.2\%$ and $43.7\%$ in two-qubit gate count compared with controlled-Z-based compilation, respectively. Using AshN gates, we prepare an eight-qubit two-excitation Dicke state with a fidelity of $0.736$ and certify its genuine multipartite entanglement using a fully positive-partial-transpose witness, whereas the same witness does not certify entanglement for the CZ-based implementation. The state fidelity and entanglement certification remain robust across the tested lattice configurations, including those with up to three connectivity defects. Our work establishes native-gate engineering as a practical approach to mitigating connectivity constraints.

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