Iterative Data Curation with Theoretical Guarantees

Fuente: arXiv
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Hauptverfasser: Yrjänäinen, Väinö, Jonasson, Johan, Magnusson, Måns
Format: Preprint
Veröffentlicht: 2025
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author Yrjänäinen, Väinö
Jonasson, Johan
Magnusson, Måns
author_facet Yrjänäinen, Väinö
Jonasson, Johan
Magnusson, Måns
contents In recent years, more and more large data sets have become available. Data accuracy, the absence of verifiable errors in data, is crucial for these large materials to enable high-quality research, downstream applications, and model training. This results in the problem of how to curate or improve data accuracy in such large and growing data, especially when the data is too large for manual curation to be feasible. This paper presents a unified procedure for iterative and continuous improvement of data sets. We provide theoretical guarantees that data accuracy tests speed up error reduction and, most importantly, that the proposed approach will, asymptotically, eliminate all errors in data with probability one. We corroborate the theoretical results with simulations and a real-world use case.
format Preprint
id arxiv_https___arxiv_org_abs_2510_11428
institution arXiv
publishDate 2025
record_format arxiv
spellingShingle Iterative Data Curation with Theoretical Guarantees
Yrjänäinen, Väinö
Jonasson, Johan
Magnusson, Måns
Methodology
In recent years, more and more large data sets have become available. Data accuracy, the absence of verifiable errors in data, is crucial for these large materials to enable high-quality research, downstream applications, and model training. This results in the problem of how to curate or improve data accuracy in such large and growing data, especially when the data is too large for manual curation to be feasible. This paper presents a unified procedure for iterative and continuous improvement of data sets. We provide theoretical guarantees that data accuracy tests speed up error reduction and, most importantly, that the proposed approach will, asymptotically, eliminate all errors in data with probability one. We corroborate the theoretical results with simulations and a real-world use case.
title Iterative Data Curation with Theoretical Guarantees
topic Methodology
url https://arxiv.org/abs/2510.11428