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[Sample B: Approval/Signature Sheet] - George Mason University

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with the option to choose a lottery or a sure thing. 111 The attribute A2.3 Resolution will<br />

be used as an example (see fig. 29).<br />

0.5 (p)<br />

L1≡ and<br />

0.5 (1-p)<br />

Figure 29. Utility Assessment.<br />

In this gamble the DM is either offered the best level of resolution or the worst<br />

level of resolution, both with equal probability of 0.5. The sure thing in this example is<br />

the second best level of resolution (1m-4m). The DM is then asked to set the probabilities<br />

such that he would be indifferent between the gamble and the sure thing.<br />

In this particular example, the DM felt that the resolution range of 1 to 4 meters<br />

was pretty good and he decided to choose it, instead of accepting the gamble. This<br />

decision implied that his indifference probability lied between 0.5 and 0.99. After some<br />

more thought, he decided that he would be indifferent between the gamble and the sure<br />

offer if p was set to 0.80.<br />

9m<br />

The same process was repeated for the remaining levels of this attribute and the<br />

utilities were defined according to figure 30. All the utility functions used in the value<br />

model can be found in Appendix 3.<br />

111 Winterfeldt and Edwards, Decision Analysis and Behavioral Research, 241-243.<br />

65<br />

1m – 4m

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