Abstract
Computational modeling has been applied for data analysis in psychology, neuroscience, and psychiatry. One of its important uses is to infer the latent variables underlying behavior by which researchers can evaluate corresponding neural, physiological, or behavioral measures. This feature is especially crucial for computational psychiatry, in which altered computational processes underlying mental disorders are of interest. For instance, several studies employing model-based fMRI—a method for identifying brain regions correlated with latent variables—have shown that patients with mental disorders (e.g., depression) exhibit diminished neural responses to reward prediction errors (RPEs), which are the differences between experienced and predicted rewards. Such model-based analysis has the drawback that the parameter estimates and inference of latent variables are not necessarily correct—rather, they usually contain some errors. A previous study theoretically and empirically showed that the error in model-fitting does not necessarily cause a serious error in model-based fMRI. However, the study did not deal with certain situations relevant to psychiatry, such as group comparisons between patients and healthy controls. We developed a theoretical framework to explore such situations. We demonstrate that the parameter-misspecification can critically affect the results of group comparison. We demonstrate that even if the RPE response in patients is completely intact, a spurious difference to healthy controls is observable. Such a situation occurs when the ground-truth learning rate differs between groups but a common learning rate is used, as per previous studies. Furthermore, even if the parameters are appropriately fitted to individual participants, spurious group differences in RPE responses are observable when the model lacks a component that differs between groups. These results highlight the importance of appropriate model-fitting and the need for caution when interpreting the results of model-based fMRI.
Highlights
Computational modeling has contributed to the analysis of behavioral and physiological data in psychology, neuroscience, and psychiatry
Revisiting the importance of model fitting for model-based functional magnetic resonance imaging (fMRI)
Individual differences in physiological signals corresponding to latent variables and deficits related to mental disorders have been clarified
Summary
Computational modeling has contributed to the analysis of behavioral and physiological data in psychology, neuroscience, and psychiatry. One advantage of computational modeling is that it offers trial-by-trial estimates of latent variables underlying behavior [1]. The latent variable can be used as a regressor (predictor) for exploring corresponding physiological activity. One notable application is model-based functional magnetic resonance imaging (fMRI), wherein the brain regions that show correlated activity with latent variables are explored [2,3,4,5,6]. Other targets of application of model-based analysis include electroencephalogram (EEG) [10,11,12], electrophysiology [13, 14], and pupillometry [15]. Trial-by-trial behavioral measures (e.g., reaction time in subsequent trials) have been analyzed using such model-based regressors [16]
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