Article: Sensitivity analysis in decision making under risk with three states of nature: a linear programming approach.

ABSTRACT

In decision making under risk, we often resort to sensitivity analysis to understand how the selection of an optimal alternative would be affected by the variations in the probability estimates of the states of nature. If the problem deals with only two states of nature and a limited number of alternatives, the graphical method can be used to determine the optimal alternative for different ranges of the probabilities. But, if we have many alternatives to consider, it becomes very cumbersome to use the graphical method. Further, if we have more than two states of nature, the graphical method is of no help to us in doing the sensitivity analysis. In this ...

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