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      Toward a method of selecting among computational models of cognition.

      , ,
      Psychological Review
      American Psychological Association (APA)

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          Abstract

          The question of how one should decide among competing explanations of data is at the heart of the scientific enterprise. Computational models of cognition are increasingly being advanced as explanations of behavior. The success of this line of inquiry depends on the development of robust methods to guide the evaluation and selection of these models. This article introduces a method of selecting among mathematical models of cognition known as minimum description length, which provides an intuitive and theoretically well-grounded understanding of why one model should be chosen. A central but elusive concept in model selection, complexity, can also be derived with the method. The adequacy of the method is demonstrated in 3 areas of cognitive modeling: psychophysics, information integration, and categorization.

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          Bayes Factors

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            Nonlinear Regression Analysis and Its Applications

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              Flat Minima

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                Author and article information

                Journal
                Psychological Review
                Psychological Review
                American Psychological Association (APA)
                1939-1471
                0033-295X
                2002
                2002
                : 109
                : 3
                : 472-491
                Article
                10.1037/0033-295X.109.3.472
                12088241
                848161bc-0a52-4f84-900c-9cfe7cd8c49e
                © 2002
                History

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