English

A General Taylor Framework for Unifying and Revisiting Attribution Methods

Machine Learning 2023-02-28 v2 Artificial Intelligence Machine Learning

Abstract

Attribution methods provide an insight into the decision-making process of machine learning models, especially deep neural networks, by assigning contribution scores to each individual feature. However, the attribution problem has not been well-defined, which lacks a unified guideline to the contribution assignment process. Furthermore, existing attribution methods often built upon various empirical intuitions and heuristics. There still lacks a general theoretical framework that not only can offer a good description of the attribution problem, but also can be applied to unifying and revisiting existing attribution methods. To bridge the gap, in this paper, we propose a Taylor attribution framework, which models the attribution problem as how to decide individual payoffs in a coalition. Then, we reformulate fourteen mainstream attribution methods into the Taylor framework and analyze these attribution methods in terms of rationale, fidelity, and limitation in the framework. Moreover, we establish three principles for a good attribution in the Taylor attribution framework, i.e., low approximation error, correct Taylor contribution assignment, and unbiased baseline selection. Finally, we empirically validate the Taylor reformulations and reveal a positive correlation between the attribution performance and the number of principles followed by the attribution method via benchmarking on real-world datasets.

Keywords

Cite

@article{arxiv.2105.13841,
  title  = {A General Taylor Framework for Unifying and Revisiting Attribution Methods},
  author = {Huiqi Deng and Na Zou and Mengnan Du and Weifu Chen and Guocan Feng and Xia Hu},
  journal= {arXiv preprint arXiv:2105.13841},
  year   = {2023}
}

Comments

In the current version, the author information is not complete and there are some mathematical errors in the proof. We need to correct errors and add all co-authors who contribute to the paper. Therefore, we hope to withdraw the manuscript

R2 v1 2026-06-24T02:34:23.915Z