The Illusion of AI Expertise Under Uncertainty: Navigating Elusive Ground Truth via a Probabilistic Paradigm

TL;DR

This paper introduces a probabilistic framework to evaluate AI systems and experts, emphasizing the importance of accounting for uncertainty in ground truth data to avoid misleading performance assessments.

Contribution

It proposes a theoretical paradigm that explains how ground truth certainty affects evaluation scores and introduces stratified evaluation to improve reliability.

Findings

High certainty in ground truth is essential for expert-level performance.

Uncertainty can obscure differences between models of varying quality.

Stratified evaluation by ground truth probability enhances performance comparison reliability.

Abstract

Benchmarking the capabilities of AI systems, including Large Language Models (LLMs) and Vision Models, typically ignores the impact of uncertainty in the underlying ground truth answers from experts. This ambiguity is not just limited to human preferences, but is also consequential even in safety critical domains such as medicine where uncertainty is pervasive. In this paper, we introduce a probabilistic paradigm to theoretically explain how high certainty in ground truth answers is almost always necessary for even an expert to achieve high scores, whereas in datasets with high variation in ground truth answers there may be little difference between a random labeller and an expert. This characteristic also manifests when comparing models, where uncertainty obfuscates differences between poor and high performing models. Therefore, ignoring uncertainty in ground truth evaluation data can result in the misleading conclusion that a non-expert has similar performance to that of an expert. Using the probabilistic paradigm, we thus bring forth the concepts of expected accuracy and expected F1 and compare the estimated score an expert human or system can achieve given ground truth answer variability across 6 datasets and 9 models. The results lead to the recommendation that stratification by the probability of the ground truth answer becomes critical when expert performance is relatively low. Under stratified evaluation, performance comparison becomes more reliable in high certainty bins, mitigating the effect of the key confounding factor -- uncertainty.