Huttenlocher, Hedges, and Vevea (2000) (Why do categories affect stimulus judgment? Journal of Experimental Psychology: General, 129, introduce the category adjustment model (CAM), which posits that participants imperfectly remember stimuli in serial judgment tasks. In order to maximize accuracy, CAM holds that participants use information about the distribution of the stimuli to improve their judgments. CAM predicts that judgments will be a weighted average of imperfect memories of the stimuli and the mean of the distribution of stimuli.Huttenlocher, Hedges, and Vevea (2000) report on three experiments and the authors conclude that CAM is "verified." We attempt to replicate Experiment 3 from Huttenlocher et al. (2000).We analyze judgment-level data rather than averaged data. We find evidence of a bias toward a set of recent stimuli rather than a bias toward the running mean. We also do not find evidence of the joint hypothesis that the participants learned the distribution of stimuli and employed this information in their judgments. The judgments in our dataset are not consistent with CAM. We discuss how the apparent defects in HHV went unnoticed and how such mistakes can be avoided in future research. Finally, we hope that the techniques that we employ will be used to test other datasets that are currently regarded as consistent with CAM or any Bayesian model of judgment.Keywords: judgment, memory, category adjustment model, central tendency bias, recency effects, Bayesian judgments Running Head: ON THE CATEGORY ADJUSTMENT MODEL 3 It has been known for some time that when participants perform magnitude judgments, there is a bias toward the mean (Hollingworth, 1910;Poulton, 1979). For instance, in the judgment of the length of lines, longer lines tend to be underestimated and shorter lines tend to be overestimated. This effect is sometimes referred to as the central tendency bias. 1 Huttenlocher, Hedges, and Vevea (2000), hereafter referred to as HHV, propose that participants imperfectly remember and perceive the stimuli. Due to these imperfections, HHV posit that participants use information about the distribution of the stimuli to improve their judgments. HHV refer to this as the category adjustment model, hereafter referred to as CAM.CAM predicts that judgments will be a weighted average of imperfect memory of the stimuli and the mean of the distribution (category) of stimuli. In the description of CAM, the authors state, "This process can be likened to a Bayesian statistical procedure designed to maximize the average accuracy of estimation" (p. 220). Since judgments will be an optimal weighted average of the imperfect memory of the stimulus and the mean of the distribution, CAM offers a Bayesian explanation of the central tendency bias.HHV describe one prediction of CAM as the following, "âŠthe concentration of instances in the category should affect the variability of stimulus estimates. In particular, the variability of estimates of all categorized stimuli should be less when the prior distribu...