2016
DOI: 10.1016/j.jebo.2016.04.019
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Do we measure overconfidence? A closer look at the interval production task

Abstract: a b s t r a c tThe most common test for overconfidence in the form of miscalibration-the interval production task (IP)-is based on the assumption that people internalize requested confidence levels. We demonstrate experimentally that decision makers' perceived confidence is, however, unaffected by variations in the requested confidence level. In addition, we find large heterogeneity in perceived confidence that the traditional IP measure fails to account for. We show that the alternative measure based on decis… Show more

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Cited by 24 publications
(12 citation statements)
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“…Unfortunately, people’s intuitions about ranges seem unrelated to the degree of confidence. People typically produce identical intervals regardless of the assigned level of confidence (Langnickel and Zeisberger, 2016; Teigen and Filkuková, 2013), oblivious to the fact that a 90% confidence interval must be considerably larger (perhaps twice as large) than a 60% interval. When asked in retrospect how confident they are in their range estimates, people often report a lower degree of confidence even if they initially were required to be 90% sure.…”
Section: Conceptual and Empirical Backgroundmentioning
confidence: 99%
“…Unfortunately, people’s intuitions about ranges seem unrelated to the degree of confidence. People typically produce identical intervals regardless of the assigned level of confidence (Langnickel and Zeisberger, 2016; Teigen and Filkuková, 2013), oblivious to the fact that a 90% confidence interval must be considerably larger (perhaps twice as large) than a 60% interval. When asked in retrospect how confident they are in their range estimates, people often report a lower degree of confidence even if they initially were required to be 90% sure.…”
Section: Conceptual and Empirical Backgroundmentioning
confidence: 99%
“…In within‐subjects designs where the same participants are asked to create 90% and 50% intervals for the same question, they seem to realize that the 90% interval must be wider, although not to the extent dictated by a normal probability distribution (Budescu & Du, ). When different groups are instructed to estimate 90 and 50% intervals, they do not appear to be sensitive to the assigned confidence level and produce intervals of the same width (Langnickel & Zeisberger, ; Teigen & Jørgensen, ), leading to overprecise 90% intervals but more well‐calibrated 50% intervals. Thus, overprecision can in part be attributed to a deficient understanding of probability distributions (Moore, Tenney, & Haran, ).…”
Section: Overprecision and The Preciseness Paradoxmentioning
confidence: 99%
“…Subjects are instructed to state intervals such that their own confidence is between these stated bounds, subject to a confidence level that is requested by the experimenter (Langnickel & Zeisberger, 2016).…”
Section: Intervals Of Confidencementioning
confidence: 99%