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arXiv 2012.03089cs.LG

通过监督分类中的广义蒸馏理解可解释性

Understanding Interpretability by generalized distillation in Supervised Classification

IIT (BHU) Varanasi(印度理工学院(巴纳拉斯印度教大学)瓦拉纳西分校);TU Darmstadt(达姆施塔特工业大学)

Adit Agarwal, K. K. Shukla, Arjan Kuijper, Anirban Mukhopadhyay

AI总结:

本文提出一种基于信息论和广义蒸馏的可解释性定义,去除人类偏见与真实标签依赖,定义监督分类模型熵并首次给出分段线性神经网络可解释性的理论界,在多个数据集上验证了框架适用性。

摘要:

理解机器学习(ML)模型所做决策的能力对于在不同实际应用中鼓励信任和可靠性至关重要。近期的解释策略侧重于人类对复杂 ML 模型底层决策机制的理解。然而,这些策略受到人类主观偏见的限制。为了摆脱这种人类偏见,我们提出了一种相对于其他 ML 模型定义的“通过蒸馏进行解释”的表述。我们从信息论视角推广了用于量化可解释性的蒸馏技术,从可解释性的定义中去除了真实标签的作用。我们的工作定义了监督分类模型的熵,给出了分段线性神经网络(PWLNs)熵的界,并首次给出了 PWLNs 可解释性的理论界。我们在 MNIST、Fashion-MNIST 和 Stanford40 数据集上评估了所提出的框架,并证明了所提出的理论框架在不同监督分类场景中的适用性。

英文摘要:

The ability to interpret decisions taken by Machine Learning (ML) models is fundamental to encourage trust and reliability in different practical applications. Recent interpretation strategies focus on human understanding of the underlying decision mechanisms of the complex ML models. However, these strategies are restricted by the subjective biases of humans. To dissociate from such human biases, we propose an interpretation-by-distillation formulation that is defined relative to other ML models. We generalize the distillation technique for quantifying interpretability, using an information-theoretic perspective, removing the role of ground-truth from the definition of interpretability. Our work defines the entropy of supervised classification models, providing bounds on the entropy of Piece-Wise Linear Neural Networks (PWLNs), along with the first theoretical bounds on the interpretability of PWLNs. We evaluate our proposed framework on the MNIST, Fashion-MNIST and Stanford40 datasets and demonstrate the applicability of the proposed theoretical framework in different supervised classification scenarios.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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