Over the past 50 years there have been innovations in the quantitative methods available to rank risky alternatives (mean-variance (MV), first degree stochastic dominance (FSD), and second degree stochastic dominance (SDS)). Two recent innovations, stochastic efficiency with respect to a function (SERF) and StopLight are compared to MV, FSD, and SDS to demonstrate the strengths and weaknesses of each method. The results indicate that SERF and Stoplight are powerful tools that do not suffer from some of the limitations as the other risk ranking methods
Stochastic Dominance tests can be employed to assist decision-makers in ordering uncertain alternati...
Mean-variance (MV) optimization is one of the most impactful frameworks in the world of financial ma...
Constructing portfolios based on second-order stochastic dominance (SSD) is theoretically attractive...
Evaluating the risk of a particular decision depends on the risk aversion of the decision maker rela...
A method of stochastic dominance analysis with respect to a function (SDRF) is described and illustr...
A method of stochastic dominance analysis with respect to a function (SDRF) is described and illustr...
Stochastic dominance is a partial order on risky assets (“gamblesâ€) that is based on the uniform ...
Several criteria that produce rankings of risk management alternatives are evaluated. The criteria ...
Traditional stochastic dominance rules are so strict and qualitative conditions that generally a sto...
Stochastic dominance permits a partial ordering of alternatives (probability distributions on conseq...
In order to rank investments under uncertainty, the most widely used method is mean variance analysi...
Stochastic dominance methods lately have been used to derive efficient strategies for given risk ave...
Stochastic dominance permits a partial ordering of alternatives (probability distributions on conseq...
Consider a choice between two random variables, for which only means and variances are known. Is it ...
The paper develops and illustrates the application of criteria for ranking risky investment alternat...
Stochastic Dominance tests can be employed to assist decision-makers in ordering uncertain alternati...
Mean-variance (MV) optimization is one of the most impactful frameworks in the world of financial ma...
Constructing portfolios based on second-order stochastic dominance (SSD) is theoretically attractive...
Evaluating the risk of a particular decision depends on the risk aversion of the decision maker rela...
A method of stochastic dominance analysis with respect to a function (SDRF) is described and illustr...
A method of stochastic dominance analysis with respect to a function (SDRF) is described and illustr...
Stochastic dominance is a partial order on risky assets (“gamblesâ€) that is based on the uniform ...
Several criteria that produce rankings of risk management alternatives are evaluated. The criteria ...
Traditional stochastic dominance rules are so strict and qualitative conditions that generally a sto...
Stochastic dominance permits a partial ordering of alternatives (probability distributions on conseq...
In order to rank investments under uncertainty, the most widely used method is mean variance analysi...
Stochastic dominance methods lately have been used to derive efficient strategies for given risk ave...
Stochastic dominance permits a partial ordering of alternatives (probability distributions on conseq...
Consider a choice between two random variables, for which only means and variances are known. Is it ...
The paper develops and illustrates the application of criteria for ranking risky investment alternat...
Stochastic Dominance tests can be employed to assist decision-makers in ordering uncertain alternati...
Mean-variance (MV) optimization is one of the most impactful frameworks in the world of financial ma...
Constructing portfolios based on second-order stochastic dominance (SSD) is theoretically attractive...