The production or marketing portfolio that is optimal under the assumption of quadratic utility may or may not be optimal under the assumption of exponential utility. In certain cases, the necessary and sufficient condition for an identical solution is that absolute risk aversion coefficients associated with the two utility functions be the same. In other cases, equality of risk aversion coefficients is a sufficient condition only. A comparison is made between use of exponential and quadratic utility in the analysis of a California farmer's marketing problem
Abstract Important sources of risk in agriculture are yield and price fluctuations caused by unpredi...
In this paper we analyse the effects arising from imposing a Value-at-Risk constraint in an agent's ...
The effects of multivariate risk are examined in a model of portfolio choice. The conditions under w...
This paper considers the effects of some frequently used utility functions in portfolio selection by...
In this paper, two kinds of possibility distributions, namely, upper and lower possibility distribut...
The exponential utility function for money has long attracted attention from theorists because it ex...
In the paper, we consider three quadratic optimization problems which are frequently applied in port...
At the beginning of this work we study basic properties of utility functions and connection between ...
Methods of obtaining a utility maximizing solution from quadratic programming models for farm planni...
Portfolio choice theory have in the last decades seen a rise in utilising more advanced utility func...
<p><em>Utility function can use to give risk preference for investors who want to get the benefits g...
The classical Quadratic Programming formulation of the well known portfolio selection problem, is cu...
Mean-variance efficient portfolio analysis is applied to situations where not all assets are perfect...
In this paper, we offer a novel class of utility functions applied to optimal portfolio selection. T...
A quadratic risk programming model is used to examine the impact of yield uncertainty on peasant all...
Abstract Important sources of risk in agriculture are yield and price fluctuations caused by unpredi...
In this paper we analyse the effects arising from imposing a Value-at-Risk constraint in an agent's ...
The effects of multivariate risk are examined in a model of portfolio choice. The conditions under w...
This paper considers the effects of some frequently used utility functions in portfolio selection by...
In this paper, two kinds of possibility distributions, namely, upper and lower possibility distribut...
The exponential utility function for money has long attracted attention from theorists because it ex...
In the paper, we consider three quadratic optimization problems which are frequently applied in port...
At the beginning of this work we study basic properties of utility functions and connection between ...
Methods of obtaining a utility maximizing solution from quadratic programming models for farm planni...
Portfolio choice theory have in the last decades seen a rise in utilising more advanced utility func...
<p><em>Utility function can use to give risk preference for investors who want to get the benefits g...
The classical Quadratic Programming formulation of the well known portfolio selection problem, is cu...
Mean-variance efficient portfolio analysis is applied to situations where not all assets are perfect...
In this paper, we offer a novel class of utility functions applied to optimal portfolio selection. T...
A quadratic risk programming model is used to examine the impact of yield uncertainty on peasant all...
Abstract Important sources of risk in agriculture are yield and price fluctuations caused by unpredi...
In this paper we analyse the effects arising from imposing a Value-at-Risk constraint in an agent's ...
The effects of multivariate risk are examined in a model of portfolio choice. The conditions under w...