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The subadditivity effect is a cognitive bias where individuals tend to judge the probability of a whole as less than the sum of its parts. In essence, people often underestimate the total probability of an event when it is broken down into component parts. This effect is prominent within the realm of probabilistic reasoning, where human intuition struggles to accurately assess combined probabilities.
When evaluating probabilities, people might consider the likelihood of individual events but fail to integrate these into an accurate assessment of the overall scenario. For example, when asked to estimate the probability of multiple related events occurring, individuals often provide a probability estimate that is lower than the sum of the probabilities when considering each component independently. This stems from a cognitive simplification process which overlooks the additivity of independent events' probabilities.
The subadditivity effect can lead to significant underestimations in various domains, including risk assessment and decision-making processes. This may result in poor planning, lack of preparation for outcomes perceived as unlikely, or underestimated cumulative risks, which could further affect financial decisions, insurance assessments, and resource allocations.
To counteract the subadditivity effect, individuals can be trained to use structured analytical methods that emphasize comprehensive probability assessment, such as creating decision trees or probability charts. Using computer-aided tools for probabilistic calculations can also reduce reliance on flawed intuitive judgment.
Critics of the concept argue that while the subadditivity effect is evident in certain controlled settings, real-world scenarios often incorporate additional factors and complexities that individuals might account for implicitly. Furthermore, some researchers suggest that it may also be a response to a lack of clarity in understanding the context or description, rather than purely a cognitive bias.
Support theory: A nonextensional representation of subjective probability
Tversky, A., & Koehler, D. J. (1994)
Psychological Review, 101(4), 547–567
A Belief-Based Account of Decision under Uncertainty. In J. B. Shanteau, B. A. Mellers, & D. Schum (Eds.), Decision Research from Bayesian Approaches to Normative Systems: Reflections on the Contributions of Ward Edwards (pp. 155–183)
Fox, C. R., & Tversky, A. (1998)
Springer