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This research introduces a tensor-network framework using matrix product operators (MPO) to model correlated readout errors in near-term quantum processors, addressing a critical bottleneck for reliable data extraction. By training on calibration data and applying the method across various protocols like classical shadows, it achieves scalable error mitigation with sample costs that grow only linearly with system size. The approach effectively captures spatial correlations missed by traditional uncorrelated models, offering a versatile tool for noise-aware quantum computing tasks.
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Tensor network characterization and mitigation of readout errors

arXiv2 min read

arXiv:2606.25974v2 Announce Type: replace Abstract: Readout errors are a major bottleneck to extracting reliable information from near-term quantum processors, especially when spatial correlations are non-negligible. We present a unified tensor-network framework that models the readout process as a matrix product operator (MPO), enabling efficient characterization and mitigation beyond uncorrelated approximations. The MPO model is trained via likelihood optimization on calibration data and applies to multiple tasks, including nonlocal observable estimation, random circuit sampling, and random-measurement protocols, such as classical shadows and learning-based tomography. Experiments on a superconducting processor and numerical simulations up to 20 qubits show that the MPO model captures correlated readout errors that uncorrelated models miss, with a sample cost that grows only near-linearly with system size. When extended to two-dimensional systems, the framework can also be integrated with tensor-network quantum error-correction decoders by performing joint inference over data and readout errors. These results establish tensor-network readout error mitigation as a scalable and versatile approach for noise-aware quantum data processing.

Abstract:Readout errors are a major bottleneck to extracting reliable information from near-term quantum processors, especially when spatial correlations are non-negligible. We present a unified tensor-network framework that models the readout process as a matrix product operator (MPO), enabling efficient characterization and mitigation beyond uncorrelated approximations. The MPO model is trained via likelihood optimization on calibration data and applies to multiple tasks, including nonlocal observable estimation, random circuit sampling, and random-measurement protocols, such as classical shadows and learning-based tomography. Experiments on a superconducting processor and numerical simulations up to 20 qubits show that the MPO model captures correlated readout errors that uncorrelated models miss, with a sample cost that grows only near-linearly with system size. When extended to two-dimensional systems, the framework can also be integrated with tensor-network quantum error-correction decoders by performing joint inference over data and readout errors. These results establish tensor-network readout error mitigation as a scalable and versatile approach for noise-aware quantum data processing.

arXiv:2606.25974 [quant-ph]

(or arXiv:2606.25974v2 [quant-ph] for this version)

https://doi.org/10.48550/arXiv.2606.25974 Focus to learn more arXiv-issued DOI via DataCite

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Full text under the publisher's open licence · 246 words

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