Model-Agnostic Interpretability with Shapley Values

Andreas Messalas, Y. Kanellopoulos, C. Makris
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引用次数: 51

Abstract

The ability to explain in understandable terms, why a machine learning model makes a certain prediction is becoming immensely important, as it ensures trust and transparency in the decision process of the model. Complex models, such as ensemble or deep learning models, are hard to interpret. Various methods have been proposed that deal with this matter. Shapley values provide accurate explanations, as they assign each feature an importance value for a particular prediction. However, the exponential complexity of their calculation is dealt efficiently only in decision tree-based models. Another method is surrogate models, which emulate a black-box model's behavior and provide explanations effortlessly, since they are constructed to be interpretable. Surrogate models are model-agnostic, but they produce only approximate explanations, which cannot always be trusted. We propose a method that combines these two approaches, so that we can take advantage of the model-agnostic part of the surrogate models, as well as the explanatory power of the Shapley values. We introduce a new metric, Topj Similarity, that measures the similitude of two given explanations, produced by Shapley values, in order to evaluate our work. Finally, we recommend ways on how this method could be improved further.
Shapley值的模型不可知论可解释性
用可理解的语言解释为什么机器学习模型做出某种预测的能力变得非常重要,因为它确保了模型决策过程中的信任和透明度。复杂的模型,如集成或深度学习模型,很难解释。已经提出了处理这个问题的各种方法。Shapley值提供了准确的解释,因为它们为特定的预测分配了每个特征的重要值。然而,只有基于决策树的模型才能有效地处理其计算的指数复杂性。另一种方法是代理模型,它模拟黑箱模型的行为并毫不费力地提供解释,因为它们被构造为可解释的。代理模型是模型不可知的,但它们只能产生近似的解释,不能总是可信的。我们提出了一种结合这两种方法的方法,这样我们就可以利用代理模型的模型不可知部分,以及Shapley值的解释力。为了评估我们的工作,我们引入了一个新的度量,Topj相似性,它测量由Shapley值产生的两个给定解释的相似性。最后,我们提出了进一步改进该方法的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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