There is a large literature estimating Arrow-Pratt coefficients of absolute and relative risk aversion. A striking feature of this literature is the very wide variation in the reported estimates of the coefficients. While there are often legitimate reasons for these differences in the estimates, there is another source of variation that has not been considered to date. The Arrow-Pratt coefficients are properties of the utility functions, but a number of estimates are obtained by equating these to risk aversion measures defined in a mean-variance framework. This paper shows that while the legitimacy of the mean-variance approach may hold under general conditions the additional assumptions invoked when estimating the risk aversion par...
An increase in risk aversion, defined by a concavification of the utility function, does not always ...
In the literature on risk, one generally assume that uncertainty is uniformly distributed over the e...
Abstract among prospects change (hereafter called Risk analyses often require a measure of in- break...
There is a large literature estimating Arrow-Pratt coefficients of absolute and relative risk avers...
Contrary to popular belief, risk aversion is not always equivalent to concavity of the "utility of i...
The Pratt-Arrow measure of absolute risk aversion, as defined by r(x) =-u"(x)/u'(x), is w...
The Pratt-Arrow measure of absolute risk aversion, as defined by r(x} = u"{x}/u' (x}, is well known ...
ful paper dealing with several items relating to the Pratt-Arrow risk aversion coefficient (RAC). On...
The Pratt-Arrow measure of absolute risk aversion, as defined by r(x)=-un(x)/u1(x), is well known to...
The risk premium is affected by loss aversion and probability distortions as well as utility curvatu...
We introduce a simple measure of risk aversion in the large. Besides satisfying properties which are...
We introduce a simple measure of risk aversion in the large. Besides satisfying properties which are...
Working paper GATE 2011-19An article about Kihlstrom and Mirman about comparative risk aversion with...
Finite developments on risk aversion measures In this note a rigourous proof is provided for risk ...
McCarl's comment to our 1986 article provides an opportunity to correct what has evidently prov...
An increase in risk aversion, defined by a concavification of the utility function, does not always ...
In the literature on risk, one generally assume that uncertainty is uniformly distributed over the e...
Abstract among prospects change (hereafter called Risk analyses often require a measure of in- break...
There is a large literature estimating Arrow-Pratt coefficients of absolute and relative risk avers...
Contrary to popular belief, risk aversion is not always equivalent to concavity of the "utility of i...
The Pratt-Arrow measure of absolute risk aversion, as defined by r(x) =-u"(x)/u'(x), is w...
The Pratt-Arrow measure of absolute risk aversion, as defined by r(x} = u"{x}/u' (x}, is well known ...
ful paper dealing with several items relating to the Pratt-Arrow risk aversion coefficient (RAC). On...
The Pratt-Arrow measure of absolute risk aversion, as defined by r(x)=-un(x)/u1(x), is well known to...
The risk premium is affected by loss aversion and probability distortions as well as utility curvatu...
We introduce a simple measure of risk aversion in the large. Besides satisfying properties which are...
We introduce a simple measure of risk aversion in the large. Besides satisfying properties which are...
Working paper GATE 2011-19An article about Kihlstrom and Mirman about comparative risk aversion with...
Finite developments on risk aversion measures In this note a rigourous proof is provided for risk ...
McCarl's comment to our 1986 article provides an opportunity to correct what has evidently prov...
An increase in risk aversion, defined by a concavification of the utility function, does not always ...
In the literature on risk, one generally assume that uncertainty is uniformly distributed over the e...
Abstract among prospects change (hereafter called Risk analyses often require a measure of in- break...