An increase in risk aversion, defined by a concavification of the utility function, does not always increase the willingness-to-pay for a mean preserving reduction in risk. This is why Ross (1981) proposed a stronger measure of increased risk aversion that maintains for mean preserving changes in risk the result obtained by Arrow (1965) and Pratt (1964) for risk elimination. Ross (1981)'s contribution was later on extended to higher orders using Ekern (1980)'s notion of a higher degree increase in risk. In this paper, we show that these measures remain valid under less restrictive assumptions than those implied by Ekern (1980)'s approach and we refer to the concept of mean preserving stochastic dominance. Finally, we also extend the analysi...
The risk premium is affected by loss aversion and probability distortions as well as utility curvatu...
It is now well established that higher-order risk preferences play a crucial role in determining the...
The Pratt-Arrow measure of absolute risk aversion, as defined by r(x)=-un(x)/u1(x), is well known to...
An increase in risk aversion, defined by a concavification of the utility function, does not always ...
This paper aims to extend the results by Ross and by Modica and Scarsini to stochastic dominance of ...
This paper analyzes increased risk aversion in the presence of two risks. Necessary and sufficient c...
This paper investigates how welfare losses for facing risks change as the risk environment of the de...
The Pratt-Arrow measure of absolute risk aversion, as defined by r(x) =-u"(x)/u'(x), is w...
This paper investigates how welfare losses for facing risks change as a function of the number of ri...
International audienceThis paper proposes additional definitions of what it means for one decision m...
A large strand of research has identified conditions on preferences under which (i) a single risk is...
The decision-making situation under risk is defined and the certainty equivalent of a lottery with u...
This paper investigates how welfare losses for facing high-order risk increases change when the risk...
We organize and extendfindings on the comparative static effects of riskchanges on optimal behavior ...
This paper investigates how welfare losses for facing high-order risk increases change when the risk...
The risk premium is affected by loss aversion and probability distortions as well as utility curvatu...
It is now well established that higher-order risk preferences play a crucial role in determining the...
The Pratt-Arrow measure of absolute risk aversion, as defined by r(x)=-un(x)/u1(x), is well known to...
An increase in risk aversion, defined by a concavification of the utility function, does not always ...
This paper aims to extend the results by Ross and by Modica and Scarsini to stochastic dominance of ...
This paper analyzes increased risk aversion in the presence of two risks. Necessary and sufficient c...
This paper investigates how welfare losses for facing risks change as the risk environment of the de...
The Pratt-Arrow measure of absolute risk aversion, as defined by r(x) =-u"(x)/u'(x), is w...
This paper investigates how welfare losses for facing risks change as a function of the number of ri...
International audienceThis paper proposes additional definitions of what it means for one decision m...
A large strand of research has identified conditions on preferences under which (i) a single risk is...
The decision-making situation under risk is defined and the certainty equivalent of a lottery with u...
This paper investigates how welfare losses for facing high-order risk increases change when the risk...
We organize and extendfindings on the comparative static effects of riskchanges on optimal behavior ...
This paper investigates how welfare losses for facing high-order risk increases change when the risk...
The risk premium is affected by loss aversion and probability distortions as well as utility curvatu...
It is now well established that higher-order risk preferences play a crucial role in determining the...
The Pratt-Arrow measure of absolute risk aversion, as defined by r(x)=-un(x)/u1(x), is well known to...