Original title: Measuring consistency via ensemble margin and local prediction variability: Auditing decision systems in the presence of predictive multiplicity
Sinjini Banerjee, Tim Marrinan, Anand D. Sarwate · September 2026
Different artificial intelligence models can achieve the exact same overall accuracy while still making conflicting predictions on the very same examples. This conflict is called predictive multiplicity. When these models are combined into an ensemble, understanding this problem becomes difficult. To solve this, researchers designed a way to audit decision systems and flag questionable cases for human review. Their method checks how confident the group of models is, known as the ensemble marginA measure of how confident a group of models is in their combined decision., along with how sensitive each individual model is to small changes, called local prediction variabilityHow much individual models' predictions vary around a specific input point.. If the score shows inconsistency, the system sends the instance to a person. The researchers found that auditing an ensemble greatly reduces the risk of wrong predictions slipping past unnoticed compared to checking just one model. It does this with only a moderate increase in flagged cases. Furthermore, small ensembles closely match the auditing performance of checking every possible accurate model.
Suppose you're planning a hike and ask several friends for route advice; all are experienced but suggest slightly different paths. If you only listen to one friend, you might miss a trail hazard that others notice. Here, the AI audit uses multiple equally reliable models to spot errors by comparing their suggestions, and the consistency score tells you when the group disagrees enough to take a closer look.
When AI systems make decisions, some mistakes go unnoticed if only one model is checked. This method helps catch those errors by using a group of models, making audits more reliable for people affected by AI choices.
The method assumes stability and smoothness in the models, which may not hold in all cases. It is evaluated only on specific NLP and tabular data tasks, so its effectiveness on other types of data is not shown. The convergence requires increasing ensemble size and samples, which could have practical constraints.
Ask anything about this paper. Answers come from its abstract, and say so when the abstract doesn't cover your question.
Measuring consistency via ensemble margin and local prediction variability: Auditing decision systems in the presence of predictive multiplicity — Sinjini Banerjee, Tim Marrinan, Anand D. Sarwate
Abstract licence: CC0
Explanation generated by Synthesis from the abstract — it is not the original paper. This is a preprint, so it hasn't necessarily been peer reviewed.