A study was conducted to evaluate the effects of training on the incidence of the conjunction fallacy. One group received training in the extension rule (normative), the other training which stressed that judgments should be based on similarity or representativeness (non-normative). Participants receiving the former made fewer errors, those receiving the latter made more errors. However, multiple regression analysis showed that under both training regimes in a majority of instances only the smaller component probability was statistically significant in determining the conjunction. A second study, omitting the training element, replicated this finding. Both studies highlight the fact that existing theories cannot account for the pattern of p...
In a seminal work, Tversky and Kahneman showed that in some contexts people tend to believe that a c...
The general assumption that people fail to notice discrepancy between their answer and the normative...
According to the conjunction rule of probability theory, a conjunction of events cannot be more prob...
A study was conducted to evaluate the effects of training on the incidence of the conjunction fallac...
The conjunction fallacy (CF) comes about when the occurrence of two events is rated as more likely t...
In this article we explore the relationship between learning and the conjunction fallacy. The interp...
This paper reports the results of a series of experiments designed to test whether and to what exten...
Abstract: This paper reports the results of a series of experiments designed to test whether and to ...
Five studies investigated the conjunction effect (or conjunction fallacy), in which participants rep...
Heuristic estimates of probabilities may be an obstacle to decision making within High Reliability O...
Information generally comes from less than fully reliable sources. Rationality, it seems, requires t...
Major recent interpretations of the conjunction fallacy postulate that people assess the probability...
Information generally comes from less than fully reliable sources. Rationality, it seems, requires t...
We provide the first empirical test of a recent, normative account of the conjunction fallacy. Accor...
We provide the first empirical test of a recent, normative account of the conjunction fallacy. Accor...
In a seminal work, Tversky and Kahneman showed that in some contexts people tend to believe that a c...
The general assumption that people fail to notice discrepancy between their answer and the normative...
According to the conjunction rule of probability theory, a conjunction of events cannot be more prob...
A study was conducted to evaluate the effects of training on the incidence of the conjunction fallac...
The conjunction fallacy (CF) comes about when the occurrence of two events is rated as more likely t...
In this article we explore the relationship between learning and the conjunction fallacy. The interp...
This paper reports the results of a series of experiments designed to test whether and to what exten...
Abstract: This paper reports the results of a series of experiments designed to test whether and to ...
Five studies investigated the conjunction effect (or conjunction fallacy), in which participants rep...
Heuristic estimates of probabilities may be an obstacle to decision making within High Reliability O...
Information generally comes from less than fully reliable sources. Rationality, it seems, requires t...
Major recent interpretations of the conjunction fallacy postulate that people assess the probability...
Information generally comes from less than fully reliable sources. Rationality, it seems, requires t...
We provide the first empirical test of a recent, normative account of the conjunction fallacy. Accor...
We provide the first empirical test of a recent, normative account of the conjunction fallacy. Accor...
In a seminal work, Tversky and Kahneman showed that in some contexts people tend to believe that a c...
The general assumption that people fail to notice discrepancy between their answer and the normative...
According to the conjunction rule of probability theory, a conjunction of events cannot be more prob...