Lurking variables represent hidden information and preclude a full understanding of phenomena of interest. Detection is usually based on serendipity---visual detection of unexplained, systematic variation. However, these approaches are quite manual and doomed to fail if the lurking variables do not vary. In this article, we address these challenges by introducing a formal hypothesis test for the presence of lurking variables, based on dimensional analysis. This procedure utilizes a modified form of the Buckingham π theorem to provide structure for a suitable null hypothesis. We present analytic tools for reasoning about lurking variables in physical phenomena and present examples of their application to engineering problems. The results of this work enable algorithm-driven lurking variable detection, complementing a traditionally inspection-based approach.
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Rosario et al. (2019) studied this question.
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