1965
DOI: 10.1037/h0022546
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Internal consistency of subjective probabilities.

Abstract: 3 experiments evaluated the degree to which relations within sets of subjective probabilities conformed to implications of mathematical probability theory. According to probability theory, 2 products of subjective probabilities, ^(a)^(b|a) and ^(b)^(a|b), should be equal. The mean correlation between these products was .67 in Experiment I. The corresponding correlation was .90 in Experiment II after partialing out the effect of relevant objective probabilities. In Experiment III, Ss made trial-to-trial revisio… Show more

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Cited by 46 publications
(17 citation statements)
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“…Beliefs play a central role in both normative and descriptive theories of decision making (Camerer, 1992;Kahneman & Tversky, 1979;Schoemaker, 1982) and risk behavior (Vlek & Stallen, 1981;Yates, 1992). Probability judgments have been found to have intertemporal reliability, a necessary condition for psychometric validity (e.g., Peterson et al, 1965;Wallsten & Budescu, 1983;Whitcomb et al, 1993). Many studies have examined the accuracy and b The measure described in the text was transformed in this way in order to make higher scores reflect better performance.…”
Section: Belief Assessment Conceptualizationmentioning
confidence: 99%
“…Beliefs play a central role in both normative and descriptive theories of decision making (Camerer, 1992;Kahneman & Tversky, 1979;Schoemaker, 1982) and risk behavior (Vlek & Stallen, 1981;Yates, 1992). Probability judgments have been found to have intertemporal reliability, a necessary condition for psychometric validity (e.g., Peterson et al, 1965;Wallsten & Budescu, 1983;Whitcomb et al, 1993). Many studies have examined the accuracy and b The measure described in the text was transformed in this way in order to make higher scores reflect better performance.…”
Section: Belief Assessment Conceptualizationmentioning
confidence: 99%
“…Consequently, their posterior odds at the end of a sequential sample reflect the effects of both biased inference and biased use of the priors. 42 The papers for which this is true are Peterson, Ulehla, Miller, Bourne, and Stilson (1965), Peterson, Schneider, and Miller (1965), , Phillips, Hays, and Edwards (1966), Beach (1968), Chinnis and Peterson (1968), Dale (1968), Peterson and Swensson (1968), Sanders (1968), Beach, Wise, and Barclay (1970), Edenborough (1975), Dave and Wolfe (2003), Kraemer and Weber (2004), and Sasaki and Kawagoe (2007). The one, partial exception is Strub (1969), who finds that while it is true for naïve experimental participants, participants with extensive training update Bayesianly.…”
Section: B Evidence From Simultaneous Samplesmentioning
confidence: 99%
“…One would at least need to know the prior probability for each participant, in order to know how (s)he modifies it once (s)he is aware of a new message. Results of the few studies that follow this methodology indicate that participants produce revised probabilities close to those calculated by the experimenter using Bayes' identity and participants' prior probabilities and likelihoods as input (for example : Baratgin 2002b, Evans et al 1985, McCauley and Stitt 1978, Peterson et al 1965). …”
Section: Constraints Due To the Dynamic Coherence Criterionmentioning
confidence: 99%