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DECISION ANALYSIS WITH SAMPLE INFORMATION  561


                                      Figure 13.9 PDC Decision Tree After Choosing Best Decisions at Nodes 3, 4 and 5

                                                                       Favourable   EV(d ) = 18.26
                                                                       Report 0.77  3  3







                                                       Market Research  2
                                                           Study






                                                                      Unfavourable
                                                       1              Report 0.23  4  EV(d 2 ) = 8.15


















                                                           No Market Research    5      ) = 14.20
                                                                 Study              EV(d 3



                                      This calculation reduces the decision tree to one involving only the two decision
                                      branches from node 1 (see Figure 13.10).
                                         Finally, the decision can be made at decision node 1 by selecting the best expected
                                      values from nodes 2 and 5. This action leads to the decision alternative to conduct the
                                      market research study, which provides an overall expected value of 15.93.
                                         The optimal decision for PDC is to conduct the market research study and then
                                      carry out the following decision strategy:

                                         If the market research is favourable, construct the large complex.
                                         If the market research is unfavourable, construct the medium complex.
                      Problem 10 will test your  The analysis of the PDC decision tree describes the methods that can be used to
                      ability to develop an  analyze more complex sequential decision problems. First, draw a decision tree
                      optimal decision strategy.  consisting of decision and chance nodes and branches that describe the sequential
                                      nature of the problem. Determine the probabilities for all chance outcomes. Then,
                                      by working backward through the tree, calculate expected values at all chance nodes
                                      and select the best decision branch at all decision nodes. The sequence of optimal
                                      decision branches determines the optimal decision strategy for the problem.
                                         The Management Science in Action, New Drug Decision Analysis at Bayer
                                      Pharmaceuticals, describes how an extension of the decision analysis principles




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