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Making Hard Decisions with DecisionTools 3rd Edition Clemen Solutions Manual.Making hard decisions with decision tools solution manual pdf by nano98kumala - Issuu



 

Because the information cannot change the decision, the expected value of the information equals zero. Each part is shown in a separate worksheet. Perfect Information 0. Chance E. To find the value of the information, you need to subtract the EV of the model without information from the EV of the model with information. Of course, different people will have different feelings on this one. Personally, I would prefer that the doctor wait to inform me until after the other tests have been performed.

This may not be possible if the further tests require additional blood samples or other interventions; I would certainly know that something was going on. Why wait? I would worry about the outcome of the other tests.

I would just as soon not know that they were even being performed. Suppose I know of no such defects. In this state of information, I can legitimately give my house a clean bill of health, given this state of knowledge.

Now, suppose that I learn from the engineering report that the house has a defect and also that my buyer withdraws from the agreement to purchase. Now I would have to reveal the defect to any subsequent purchaser, and it would most likely result in a lower negotiated price. The answer to this question really depends on your negotiation skill. If the seller knows that you have had the building appraised, he knows that you have a very clear bottom line, and he can be very tough in the negotiations to try to get you to make concessions until the price is right at the bottom line.

If you have the appraisal in hand, you will have to do your best not to reveal anything about the appraised value through your behavior and sequence of counteroffers. Without the appraisal, you would not have such a clear view. But then, you might end up purchasing the building for more than it is worth. This way, you can negotiate as well as you can, and if the agreed-upon price is too high, the boss can disapprove.

The decision tree for the decision whether to drill or not is shown in the first worksheet. The decision tree for parts a and c:. Strike oil 0. Drill Dry hole 0. The influence diagram representation is shown in the second worksheet. To see the expected value without information, delete the arc. Basic model: Perfect information:. Strike Strike oil? Payoff Drill? The influence diagram solution: Without Geologist: With Geologist:. Consult Oil? Payoff Payoff Drill? The corresponding influence diagram is shown in the fourth worksheet and the decision tree is in the fifth worksheet.

Note, the values in the spreadsheet have slightly different values due to round-off error. Bayesian probability calculations are very sensitive to the significant digits carried through the calculations. Note that because we are minimizing cost in this problem, we need to find the expected cost savings due to the information.

Perfect 0. Cost Cost to to buy make. Make or Cost. Influence diagram: Information about costs to buy and to make processor. Cost to make. Cost to buy. The decision tree, however, in its complete form has too many nodes for the student version limit The tree was manually trimmed near the bottom to satisfy this constraint. The answer of course depends on the specific GPA and the distribution for the course score.

Score Probability Salary 67 0. Basic problem: Information about Score:. Score Score. Take Take Payoff Payoff Course? Note that in many cases for example the illustrative solution to problem 8. Leave open 0 Information 0 or 1 about of 0. For that reason, the formula for EVPI appears reversed:. The manager would leave the plant open regardless of the number of broken machines.

Final Accept Texaco reaction Court 2 billion? Pennzoil Payoff reaction. Accept 2 2 Texaco accepts 5 billion Information 0. Final court 0. Accept 3 billion 3. Texaco reaction Accept Final Court 2 billion? Note, this assumes that Liedke is the only one who receives the information regarding the court award.

Counteroffer 5, get Texaco accepts 5 billion 5 information later. Information later is less useful. Obtaining the information later does not allow him to use the information in this way.

NOTE: The solution to part b i above is based on the assumption that only Liedtke obtains information about the court award, and not Kinnear. The decision tree is shown below:. In this case, EVPI is actually negative 4. The fact that information has negative value here appears to be at odds with the text, which indicates that information can never have negative value. In fact, that statement implicitly assumes that the decision maker is not playing a strategic game against some other decision maker who could also take advantage of the information.

If such is the case, then, as indicated by the solution to this problem, it is indeed possible for information to have negative value. In this case, it is conceivable that Liedtke might be willing to take some costly action to prevent the information about the court award from being revealed!

Accept 2 2 Acc. Note that 0. However, this information along with the court information helps Liedtke refine his strategy. Freeze 0. Basic Diagram: Information about weather:. Loss Action Loss Action. The uniform distributions in this part of the problem are approximated as discrete distributions using the extended Pearson-Tukey method. Influence diagram:. Burner Sprinkler Weather Loss Loss. This decision tree to find the value of information is very large and exceeds the student version limit of 50 nodes.

To represent it, we have split the decision tree into 2 separate trees: without information in the second worksheet and with information in the third worksheet. Also, the tree with information still had too many nodes, so the uncertainty regarding the freeze is included in a formula in the consequence cell of each branch.

Better weather forecasts appear to be more important than knowing more about the specific losses from burners and sprinklers. In fact, the only reason that EVPI in However, this may actually be an unlikely scenario, given that the levels of losses in the two cases may be caused by the same factors.

See the discussion for problem 5. Influence diagrams:. Operating Cost Basic diagram: Information:. Operating Operating Cost Cost. Buy Buy Seneca? Profit Profit.

The decision tree for information on Capacity is in the third worksheet. The fourth worksheet contains the Bayes calculation to determine Capacity conditional on Hours Flown. This is because Hours Flown must appear before Capacity in the decision tree. The corresponding change in the influence diagram is the reversal of the arc between Hours Flown and Capacity prior to solving the diagram.

Then the decision tree for information on Hours Flown is in the fifth worksheet. Capacity is by far the most valuable variable. Additional effort and resources should be spent on determining what capacity will actually be.

   

 

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