New Method Improves Time Series Prediction Intervals with Retrieval-Corrected Conformal Prediction

Sangjin Jin, Kangmin Kim, Junhyeong Lee, Yongjae Lee· August 12, 2026 View original

Key takeaways

  • RCCP significantly improves the accuracy and reliability of prediction intervals for time series data.
  • The method uses a novel retrieval and correction strategy to adapt to temporal dependencies and changing conditions.
  • It achieves superior coverage and lower Winkler scores compared to existing conformal prediction techniques.
  • RCCP offers a scalable and efficient approach for uncertainty quantification in real-world applications.

Who benefits

FinanceManufacturingEnergyHealthcareLogistics

Summary

This paper introduces Retrieval-Corrected Conformal Prediction (RCCP), a novel method that enhances time series prediction intervals by selecting similar past residuals as local evidence and then correcting for coverage errors. RCCP achieves better coverage and lower Winkler scores across benchmarks, offering a scalable approach to uncertainty quantification.

Traditional conformal prediction methods for time series often struggle with temporal dependencies and changing error distributions, leading to inefficient prediction intervals. While some approaches use weighted or localized residuals, they can still dilute the most relevant evidence. This new research proposes Retrieval-Corrected Conformal Prediction (RCCP) to address these limitations. RCCP works by retrieving similar past residuals to serve as local evidence for the current prediction. It then applies a scalar conformal correction to the normalized retrieval error, ensuring accurate coverage. This two-step process allows retrieval to provide specific local insights, while the conformal correction fine-tunes the final interval scale. The method has been validated on standard benchmarks, demonstrating superior coverage and lower Winkler scores, indicating more reliable and precise prediction intervals. RCCP also maintains low calibration and inference overhead, making it a practical and scalable solution for quantifying uncertainty in time series forecasting.

Why it matters

Professionals relying on time series forecasts for critical decisions can achieve more reliable and accurate uncertainty estimates, leading to better risk management and operational planning. This method offers a practical way to improve the robustness of predictive models in dynamic environments.

How to implement this in your domain

  1. 1Integrate RCCP into existing time series forecasting pipelines to generate more robust prediction intervals.
  2. 2Evaluate RCCP's performance against current uncertainty quantification methods using historical data.
  3. 3Utilize the provided code repository to experiment with RCCP on specific business-critical time series datasets.
  4. 4Train teams on the principles of conformal prediction and how RCCP enhances its application for time-dependent data.

Original post by Sangjin Jin, Kangmin Kim, Junhyeong Lee, Yongjae Lee

"arXiv:2608.10553v1 Announce Type: new Abstract: Conformal prediction (CP) provides distribution-free prediction intervals for fixed forecasters, but its standard calibration procedure is often inefficient for time series data, where forecast errors are temporally dependent and ch…"

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Originally posted by Sangjin Jin, Kangmin Kim, Junhyeong Lee, Yongjae Lee on X · view source

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