| Literature DB >> 22347843 |
Rui Mata1, Thorsten Pachur, Bettina von Helversen, Ralph Hertwig, Jörg Rieskamp, Lael Schooler.
Abstract
The notion of ecological rationality sees human rationality as the result of the adaptive fit between the human mind and the environment. Ecological rationality focuses the study of decision making on two key questions: First, what are the environmental regularities to which people's decision strategies are matched, and how frequently do these regularities occur in natural environments? Second, how well can people adapt their use of specific strategies to particular environmental regularities? Research on aging suggests a number of changes in cognitive function, for instance, deficits in learning and memory that may impact decision-making skills. However, it has been shown that simple strategies can work well in many natural environments, which suggests that age-related deficits in strategy use may not necessarily translate into reduced decision quality. Consequently, we argue that predictions about the impact of aging on decision performance depend not only on how aging affects decision-relevant capacities but also on the decision environment in which decisions are made. In sum, we propose that the concept of the ecological rationality is crucial to understanding and aiding the aging decision maker.Entities:
Keywords: aging; decision making; ecological rationality; strategy execution; strategy selection
Year: 2012 PMID: 22347843 PMCID: PMC3278722 DOI: 10.3389/fnins.2012.00019
Source DB: PubMed Journal: Front Neurosci ISSN: 1662-453X Impact factor: 4.677
Decision strategies, respective ecologies, and studies investigating their neural substrates.
| Strategy | Description | Appropriate environment | Study investigating neural substrates |
|---|---|---|---|
| Recognition (Goldstein and Gigerenzer, | If one of two alternatives is recognized, infer that it has the higher value on the criterion. | Recognition validity >0.5 (cf. Goldstein and Gigerenzer, | Volz et al. ( |
| Fluency (Schooler and Hertwig, | If both alternatives are recognized but one is recognized faster, infer that it has the higher value on the criterion. | Fluency validity >0.5 (cf. Schooler and Hertwig, | Volz et al. ( |
| Take-the-best (Gigerenzer and Goldstein, | To infer which of two alternatives has the higher value (a) search through cues in order of validity, (b) stop search as soon as a cue discriminates, and (c) choose the alternative this cue favors. | High cue redundancy (cf. Hogarth and Karelaia, | Khader et al. ( |
| Tallying (Dawes, | To infer which of two alternatives has the higher value, count the number of positive cues of each alterative and choose the one with the higher sum. | Low cue redundancy, uncertainty about cue weights (cf. Hogarth and Karelaia, | – |
| Weighted additive (Payne et al., | To infer which of two alternatives has the higher value, multiply each cue value by the respective cue weight, sum the results for each alternative, and choose the one with the higher sum. | Low cue redundancy, good knowledge about cue weights | – |