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Rashomon Alignment introduces a geometric metric for evaluating model similarity across the entire input space, addressing limitations in traditional distributional measures that rely solely on observed data regions. By analyzing decision boundary alignment independent of specific distributions, this method offers new tools for robust model selection and ensemble construction without inflating predictive accuracy claims. The approach provides critical insights into how different models can appear functionally similar under real-world conditions while diverging fundamentally in their underlying geometry.
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Rashomon Alignment

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arXiv:2607.25680v1 Announce Type: cross Abstract: We propose Rashomon Alignment (RA), a new measure to assess functional similarity between two models. Existing functional similarity measures are distributional, quantifying differences between outputs of models applied to real-world data. However, these measures can be regarded as ecologically valid only for regions in the input space represented by the available data. We introduce a geometrical perspective on functional model similarity, which estimates it across the entire data space, offering a comprehensive view of decision boundary alignment independent of any specific data distribution. We also propose geometric Rashomon Alignment as a measure of geometrical similarity, which is computed using data uniformly sampled from the instance space. We perform an experimental analysis on more than 90 datasets, examining critical cases where model alignment diverges from predictive accuracy. Our results show that geometrical and distributional alignment provide different and complementary perspectives on the similarity between models and algorithms. RA can be used for multiple purposes, including model selection, ensemble construction, and enhanced interpretability of machine learning models and algorithms.

Abstract:We propose Rashomon Alignment (RA), a new measure to assess functional similarity between two models. Existing functional similarity measures are distributional, quantifying differences between outputs of models applied to real-world data. However, these measures can be regarded as ecologically valid only for regions in the input space represented by the available data. We introduce a geometrical perspective on functional model similarity, which estimates it across the entire data space, offering a comprehensive view of decision boundary alignment independent of any specific data distribution. We also propose geometric Rashomon Alignment as a measure of geometrical similarity, which is computed using data uniformly sampled from the instance space. We perform an experimental analysis on more than 90 datasets, examining critical cases where model alignment diverges from predictive accuracy. Our results show that geometrical and distributional alignment provide different and complementary perspectives on the similarity between models and algorithms. RA can be used for multiple purposes, including model selection, ensemble construction, and enhanced interpretability of machine learning models and algorithms.

Machine Learning (cs.LG); Artificial Intelligence (cs.AI)

arXiv:2607.25680 [cs.LG]

(or arXiv:2607.25680v1 [cs.LG] for this version)

https://doi.org/10.48550/arXiv.2607.25680 Focus to learn more arXiv-issued DOI via DataCite (pending registration)

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