quantum-information-computing

Online Shadow Tomography Matching the Classical Bounds

Online Shadow Tomography with $\log m$ dependence, while retaining $\mathrm{poly}(\log(d)/\epsilon)$ dependence. Also, matching the best classical bounds for Adaptive Data Analysis

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quantum-information-computingJul 31, 2026Significance 15/100Registry: unreviewed

Online Shadow Tomography Matching the Classical Bounds

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Online Shadow Tomography with $\log m$ dependence, while retaining $\mathrm{poly}(\log(d)/\epsilon)$ dependence. Also, matching the best classical bounds for Adaptive Data Analysis

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Online Shadow Tomography with $\log m$ dependence, while retaining $\mathrm{poly}(\log(d)/\epsilon)$ dependence. Also, matching the best classical bounds for Adaptive Data Analysis

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