2021
DOI: 10.1037/xlm0001016
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Explaining risky choices with judgments: Framing, the zero effect, and the contextual relativity of gist.

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Cited by 13 publications
(37 citation statements)
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“…Thinking about options categorically typically does not represent a misunderstanding about risk but rather a realization that decision options often have categorical consequences despite differences in details. 32 For example, adolescents in a risk-prevention program were encouraged to think about getting HIV/AIDS in categorical terms-it only takes once-despite being taught the objective probabilities (which are low). Outcomes among those encouraged to think categorically were superior to a group provided everything but that categorical approach 7 (see also Box).…”
Section: Categories Numbers and Downsides Of Precisionmentioning
confidence: 99%
See 3 more Smart Citations
“…Thinking about options categorically typically does not represent a misunderstanding about risk but rather a realization that decision options often have categorical consequences despite differences in details. 32 For example, adolescents in a risk-prevention program were encouraged to think about getting HIV/AIDS in categorical terms-it only takes once-despite being taught the objective probabilities (which are low). Outcomes among those encouraged to think categorically were superior to a group provided everything but that categorical approach 7 (see also Box).…”
Section: Categories Numbers and Downsides Of Precisionmentioning
confidence: 99%
“…As with meaning generally, the gist of numbers depends on the context, and rightfully so. 32,47 A 25% chance of rain should not be perceived as the same level of risk as a 25% chance of breast cancer. However, interpreting risk involves more than the severity of potential outcomes, such as whether risks differ qualitatively rather than just quantitatively.…”
Section: Box Example and Implications Of Fuzzy Trace Theory (Ftt) Ftt...mentioning
confidence: 99%
See 2 more Smart Citations
“…For example, critical tests that eliminate parts of the gamble, such as the zero complement which amounts literally to removing nothing in expectancy-value theories (because any probability multiplied by zero is zero), have revealed that decision makers choose equal-expected-value options about equally often when zero complements are removed (Kühberger & Tanner, 2010). Thus, processing of numerical outcomes and probabilities, when the simpler gist is not available, does not elicit framing effects in risky-choice tasks, ruling out classical (rational choice) and contemporary (prospect theory) expectancy-value theories (see Reyna, Brainerd, et al, 2021). The latter-prospect theory-has also been incorporated into modern dual-process approaches (e.g., De Martino et al, 2006;Kahneman, 2003;Kahneman & Frederick, 2007).…”
Section: How Memory Representations Predict Risky Decision-makingmentioning
confidence: 99%