Original and cumulative prospect theory differ in the composition rule used to combine the probability weighting function and the value function. We test these composition rules by performing a novel test. We apply estimates of prospect theory’s weighting and value function obtained from two-outcome cash equivalents, a domain where original and cumulative prospect theory coincide, to three-outc...

Cumulative Prospect Theory of Tversky and Kahneman (1992) is the modern version of Prospect Theory (Kahneman and Tversky (1979)) and is nowadays considered a valid alternative to the classical Expected Utility Theory. Cumulative Prospect theory implies Gain-Loss Separability, i.e. the separate evaluation of losses and gains within a mixed gamble. Recently, some authors have questioned this assu...

We study asset prices in an economy where investors derive direct utility not. Our model is influenced by prospect theory and by experimental evidence on how.We study asset prices in an economy where investors derive direct utility not. Of our model is influenced by prospect theory and by experimental evidence on.PROSPECT THEORY AND ASSET PRICES Authors: N. The point of this note is to explain ...

When a risky decision involves both skill and chance, success or failure provides information about the decision maker’s skill. Using standard models from the principal—agent literature, we show that a concern for skill reputation can help explain the central prediction of prospect theory that people tend to overweight small probabilities and underweight large probabilities. When the odds of su...

When a risky decision involves both skill and chance, success or failure is a signal of the decision maker's skill. Adopting standard models from the career concerns literature, we show that a rational desire to avoid looking unskilled may help explain several anomalies associated with prospect theory, including probability weighting, loss aversion, and framing. Prospect theory's four-fold patt...

Levy and Levy (Management Science 2002) present data that, according to their claims, violate prospect theory. They suggest that prospect theory’s hypothesis of an S-shaped value function, concave for gains and convex for losses, is incorrect. However, all the data of Levy and Levy are perfectly consistent with the predictions of prospect theory, as can be verified by simply applying prospect t...