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arXiv:2611.14376 · v1

Operational limits of reference renewal for retained quantum-service results

保留量子服务结果的引用更新操作极限

首次提交 2026-11-11 01:31
版本更新 2026-11-11 01:31
雷达观测 2026-11-11 13:07
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摘要

We implement reference renewal to reconsider retained physical quantum-service results under a prespecified protocol. Twelve transitions retained six results each; ten completed renewal, eight met the prespecified endpoint, and five succeeded using retained results alone. The exact one-sided p=0.0546875 does not establish the recovery hypothesis. Incomplete references, binding failures and sequential waits expose operational limits. Offline reconstruction recovers decisions from preserved counts. Retrospective binding-plus-oracle checking accepts all 60 usable-transition results without renewal. With the exact oracle also supplying calibration scores, the study does not demonstrate incremental numerical-correctness utility of renewal.

作者备注:23 pages, 3 figures. Supplementary material (14 pages; ESM_1.pdf) is available as an ancillary file. Submitted to Quantum Information Processing, Quantum Software Engineering collection. Numerical artifact (ESM_2.zip) and reproducibility archive: https://doi.org/10.5281/zenodo.24108573

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基于摘要 · 非全文审阅

作者报告了一项按预设协议对保留的量子服务结果实施引用更新的实验,结果显示该更新未能确立恢复假设,并暴露出若干操作限制。

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v1 · 2026-11-11 01:31 · 最新观测版本

Operational limits of reference renewal for retained quantum-service results

We implement reference renewal to reconsider retained physical quantum-service results under a prespecified protocol. Twelve transitions retained six results each; ten completed renewal, eight met the prespecified endpoint, and five succeeded using retained results alone. The exact one-sided p=0.0546875 does not establish the recovery hypothesis. Incomplete references, binding failures and sequential waits expose operational limits. Offline reconstruction recovers decisions from preserved counts. Retrospective binding-plus-oracle checking accepts all 60 usable-transition results without renewal. With the exact oracle also supplying calibration scores, the study does not demonstrate incremental numerical-correctness utility of renewal.

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