In this letter, we show that the results presented by Jindapon and Neilson (2007) for changes in risk à la Ekern (1980) can be generalized to mean-preserving stochastic dominance changes, with appropriate and simple additional conditions on the utility function.

This paper identifies a new sufficient condition for a prudent agent to have positive precautionary saving in the presence of labor income and interest rate risks of any size. We also provide three economic interpretations for this condition focusing respectively on the marginal effect of saving...

The presence of background risk increases self-protection effort or caution as long as an agent is prudent. In addition, the result extends to monetary self-protection investment if wealth and consumption are complements.

We show that there is a class of risk lovers who optimally choose a positive level of self-protection investment. In most cases, a risk lover increases his self-protection investment as he becomes less downside risk averse.

This note provides an alternative derivation of the leximin principle using the framework of Harsanyi’s (1953) equi-probability model. We demonstrate that the leximin principle is concluded if and only if the preference ordering of the impartial observer obeys strong monotonicity and complete...

The utility premium is generally defined as the pain or reduction in expected utility caused by an nth-degree risk increase, where n≥2. While it is a very useful concept in understanding a decision maker’s choice in uncertain situations, the utility premium is not interpersonally comparable....

When risk averse forecasters are presented with risk neutral proper scoring rules, they report probabilities whose ratios are shaded towards 1. If elicited probabilities are used as inputs to decision-making, naive elicitors may violate first-order stochastic dominance.