Abstract
Decision-making is a complex process that is largely studied from an experimental perspective or in specific organizational contexts. As such, no generalizable framework exists with which to study decision-making from an individual differences perspective for predictive/selection purposes. By generalising a context-specific decision model proposed by Koriat and Goldsmith (1996), the focus of this research was to therefore test a novel framework for studying individual differences in decision-making tendencies. Utilising this framework within a fictitious Medical Decision-Making Test (MDMT) yielded five novel variables that provided unique insight into individuals’ decision tendencies: Optimal, Realistic, Incompetent, Hesitant and Congruent. Metacognitive confidence and its calibration (bias and CAQ) were used as predictor variables to validate this framework. One hundred ninety-three undergraduate students completed the MDMT and three cognitive ability tests with confidence ratings, a personality questionnaire, and the Need for Closure questionnaire. All decision tendency variables demonstrated excellent internal consistency and were predicted by the metacognitive variables incrementally to the remaining variables as hypothesized. Additionally, the metacognitive indices were found to generalize across the decision-making and cognitive tests. The results imply that this novel framework and MDMT reliably capture individuals’ decision behaviour that shares a meaningful relationship with their general confidence and calibration.
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Notes
This variable can also be thought of as the inverse proportion of erroneous decisions, as it is equal to 1 – (B + C)/(A + B + C + D).
The lower end of the confidence scale is defined by the minimum probability of being correct. For example, in a five option multiple-choice test the probability of being correct is at least 20 %. In this case, the scale will range from 20 to 100 %. The scale can request any value, or make categories available such as an 11-point scale ranging from 0 to 100 %.
Ten minutes learning time was deemed appropriate and tested in a pilot study (N = 19). Feedback received indicated that 10 min was a sufficient amount of time to learn and that the instructions had been understood. 10 min was therefore retained as the learning time in the present study.
Given that the confidence scales for the MDMT and the APM were presented as categorical responses representing 10 % increments (e.g., 50 %, 60 % etc.), we chose to represent the lower bound of the scale with the value that was closest to the actual probability associated with guessing. That is, 30 % was used as the closest estimate to the 33 % chance of being correct in the MDMT, and 10 % as the closest estimate to the 12.5 % chance in the APM. Given the small deviations here (3 % and 2.5 %) and previous results in our laboratory, there was no reason to suspect that this would alter the results.
Marker tests were selected to be consistent with the Horn-Cattell Gf/Gc theory of intelligence (Horn and Cattell 1982): a hierarchical model defining intelligence in terms of two broad independent abilities (Carroll 1993). Fluid intelligence (Gf) reflects basic reasoning abilities, whilst crystallized intelligence (Gc) reflects the ability to learn and use information acculturated through education and experience.
CAQ cannot be calculated when overall accuracy equals 0 % or 100 % because average confidence for correct or incorrect items is not assigned by the participants, thus is not available (Shaughnessy 1979). CAQ was therefore calculated for any individual with at least one correct and incorrect answer. CAQ scores were not computed for five participants in the MDMT, one in Raven’s Advanced Progressive Matrices, and two in Esoteric Analogies due to 100 % accuracy (no participants scored 0 %).
An initial exploratory factor analysis (EFA; Principal Components with PROMAX-rotation) was run without constraints. The latent root criterion suggested 3 factors, but the scree plot clearly suggested the presence of two distinct factors only. Considering the moderate to high intercorrelations among many variables, a single factor solution was also run. However, a single factor only accounted for 44.158 % of the variance (a drop of almost 16 %), and one communality was below 0.20. Hence, the two-factor solution was retained and used in the final analysis.
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Jackson, S.A., Kleitman, S. Individual differences in decision-making and confidence: capturing decision tendencies in a fictitious medical test. Metacognition Learning 9, 25–49 (2014). https://doi.org/10.1007/s11409-013-9110-y
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DOI: https://doi.org/10.1007/s11409-013-9110-y