LGAIApr 24, 2023

Incorporating Experts' Judgment into Machine Learning Models

IBM
arXiv:2304.11870v213 citationsh-index: 14
Originality Incremental advance
AI Analysis

This addresses the issue of integrating expert knowledge into ML models for industries like IT and finance, though it is incremental as it builds on existing methods for data representation.

The paper tackles the problem of conflicts between machine learning predictions and domain experts' judgments due to unrepresentative training data, presenting a framework that uses a generative adversarial network to adjust predictions based on experts' input, resulting in significantly higher closeness to experts' judgment with minimal accuracy loss in synthetic and real-world experiments.

Machine learning (ML) models have been quite successful in predicting outcomes in many applications. However, in some cases, domain experts might have a judgment about the expected outcome that might conflict with the prediction of ML models. One main reason for this is that the training data might not be totally representative of the population. In this paper, we present a novel framework that aims at leveraging experts' judgment to mitigate the conflict. The underlying idea behind our framework is that we first determine, using a generative adversarial network, the degree of representation of an unlabeled data point in the training data. Then, based on such degree, we correct the \textcolor{black}{machine learning} model's prediction by incorporating the experts' judgment into it, where the higher that aforementioned degree of representation, the less the weight we put on the expert intuition that we add to our corrected output, and vice-versa. We perform multiple numerical experiments on synthetic data as well as two real-world case studies (one from the IT services industry and the other from the financial industry). All results show the effectiveness of our framework; it yields much higher closeness to the experts' judgment with minimal sacrifice in the prediction accuracy, when compared to multiple baseline methods. We also develop a new evaluation metric that combines prediction accuracy with the closeness to experts' judgment. Our framework yields statistically significant results when evaluated on that metric.

Foundations

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