Statistical significance in choice modelling: computation, usage and reporting

📅 2025-06-06
📈 Citations: 0
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🤖 AI Summary
This paper identifies widespread misuse of statistical significance in choice modeling: overreliance on the 95% confidence threshold, conflation of *p*-values with effect size, superficial reporting of asterisk-based uncertainty indicators, and neglect of behavioral or policy relevance. To address these issues, the authors propose—first in the literature—a dual-dimension evaluation framework integrating “statistical significance” and “behavioral/policy significance.” The framework systematically unifies classical statistical inference (hypothesis testing, confidence intervals), sensitivity analysis, and uncertainty quantification, clarifying conceptual distinctions and standardizing the computation and reporting of uncertainty measures. By shifting focus from statistical significance alone to decision-relevant, transparent, and empirically rigorous evaluation, the framework advances methodological practice in choice modeling and provides actionable guidelines for improving empirical research standards. (149 words)

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📝 Abstract
This paper offers a commentary on the use of notions of statistical significance in choice modelling. We argue that, as in many other areas of science, there is an over-reliance on 95% confidence levels, and misunderstandings of the meaning of significance. We also observe a lack of precision in the reporting of measures of uncertainty in many studies, especially when using p-values and even more so with star measures. The paper provides a precise discussion on the computation of measures of uncertainty and confidence intervals, discusses the use of statistical tests, and also stresses the importance of considering behavioural or policy significance in addition to statistical significance.
Problem

Research questions and friction points this paper is trying to address.

Over-reliance on 95% confidence levels in choice modelling
Misunderstandings of statistical significance meaning and usage
Lack of precision in reporting uncertainty measures like p-values
Innovation

Methods, ideas, or system contributions that make the work stand out.

Precise computation of uncertainty measures
Discussion on statistical tests usage
Emphasis on behavioral significance consideration
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