| Literature DB >> 33208789 |
Emil Persson1, Markus Heilig2,3, Gustav Tinghög4,5, Andrea J Capusan2,3.
Abstract
Dual-process theory is a widely utilized modelling tool in the behavioral sciences. It conceptualizes decision-making as an interaction between two types of cognitive processes, some of them fast and intuitive, others slow and reflective. We make a novel contribution to this literature by exploring differences between adults with clinically diagnosed ADHD and healthy controls for a wide range of behaviors. Given the clinical picture and nature of ADHD symptoms, we had a strong a priori reason to expect differences in intuitive vs reflective processing; and thus an unusually strong case for testing the predictions of dual-process theory. We found mixed results, with overall weaker effects than expected, except for risk taking, where individuals with ADHD showed increased domain sensitivity for gains vs losses. Some of our predictions were supported by the data but other patterns are more difficult to reconcile with theory. On balance, our results provide only limited empirical support for using dual-process theory to understand basic social and economic decision-making.Entities:
Mesh:
Year: 2020 PMID: 33208789 PMCID: PMC7674480 DOI: 10.1038/s41598-020-76923-4
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.996
Defining features and typical correlates of Type 1 and Type 2 processes. Source: Adapted version of Table 1 in Evans and Stanovich[13].
| Type 1 process (intuitive) | Type 2 process (reflective) |
|---|---|
| Does not require working memory | Requires working memory |
| Autonomous | Cognitive decoupling, mental simulation |
| Fast | Slow |
| Nonconscious | Conscious |
| Automatic | Controlled |
| Associative | Rule-based |
| Experience-based decision-making | Consequential decision-making |
Sample characteristics for subjects who finished the full study.
| ADHD (n = 50) | Controls (n = 110) | Test group | |
|---|---|---|---|
| Age, mean (SD), range | 31.3 (8.6) | 34.1 (7.5) | t(158) = 2.1, |
| 18–46 | 21–44 | ||
| Female, n (%) | 28 (56%) | 61 (56%) | χ2(1) = 0.004, |
| Elementary, n (%) | 6 (12%) | 13 (12%) | χ2(2) = 0.12, |
| High school, n (%) | 29 (62%) | 71 (64%) | - |
| University w/o degree, n (%) | 12 (26%) | 26 (24%) | - |
| University w degree, n (%) | 0 | 0 | - |
| Income (scale 1–5), mean (SD) | 2.45 (1.18) | 2.5 (1.23) | t(148) = 0.22, |
Three subjects in the ADHD group did not answer the question about education and ten did not provide information about income.
Figure 1ADHD and social decision-making (binary dictator game). (A) Distribution of the proportion of altruistic choices (calculated for each individual) for ADHD (n = 50) and controls (n = 119). (B) Scatter plot of the proportion of altruistic choices and mean Qb test score for participants with ADHD (n = 50). Added line shows predicted values from a linear regression.
Figure 2ADHD and moral judgment. (A) Distribution of the proportion of utilitarian choices (calculated for each individual) for ADHD (n = 50) and controls (n = 118). (B) Scatter plot of the proportion of utilitarian choices and mean Qb test score for participants with ADHD (n = 50). Added line shows predicted values from a linear regression.
Figure 3ADHD and decision-making under risk. (A) Proportion of participants who chose the risky alternative on a given trial (x-axis) in the gain domain, by ADHD (n = 50) and controls (n = 134). (B) Proportion of participants who chose the risky alternative on a given trial (x-axis) in the loss domain, by ADHD (n = 50) and controls (n = 120). (C) Scatter plot of the proportion of risky choices for each participant in the gain domain and mean Qb test score for participants with ADHD (n = 50). (D) Scatter plot of the proportion of risky choices for each participant in the loss domain and mean Qb test score for participants with ADHD (n = 50). Added line shows predicted values from a linear regression. Error bars represent 95% confidence intervals.
Figure 4ADHD and intertemporal choices. (A) Proportion of participants who made an impatient choice on a given trial (x-axis) when the horizon was 1 day, by ADHD (n = 50) and controls (n = 117). (B) Proportion of participants who made an impatient choice on a given trial (x-axis) when the horizon was 4–5 days, by ADHD (n = 50) and controls (n = 117). (C) Scatter plot of the proportion of impatient choices on trials with a 1-day horizon and mean Qb test score for participants with ADHD (n = 50). (D) Scatter plot of the proportion of impatient choices on trials with a horizon of 4–5 days and mean Qb test score for participants with ADHD (n = 50). Added line shows predicted values from a linear regression. Error bars represent 95% confidence intervals.