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Downloadable - About University

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Constructing a value tree 31<br />

offices compare when considering the quality of the working<br />

conditions they offer?<br />

Stage 5: Determine a weight for each attribute. This may reflect how important<br />

the attribute is to the decision maker (though we will<br />

discuss the problem of using importance weights later).<br />

Stage 6: For each alternative, take a weighted average of the values assigned<br />

to that alternative. This will give us a measure of how well an<br />

office performs over all the attributes.<br />

Stage 7: Make a provisional decision.<br />

Stage 8: Perform sensitivity analysis to see how robust the decision is to<br />

changes in the figures supplied by the decision maker.<br />

Constructing a value tree<br />

Stages 1 and 2 of our analysis have already been completed: we know<br />

who the decision maker is and we have identified the courses of action<br />

open to him. The next step is to identify the attributes which the decision<br />

maker considers to be relevant to his problem. You will recall that an<br />

attribute is used to measure the performance of courses of action in<br />

relation to the objectives of the decision maker. This means that we need<br />

to arrive at a set of attributes which can be assessed on a numeric scale.<br />

However, the initial attributes elicited from the decision maker may be<br />

vague (e.g. he might say that he is looking for the office which will be<br />

‘the best for his business’), and they may therefore need to be broken<br />

down into more specific attributes before measurement can take place.<br />

A value tree can be useful here, and Figure 3.1 shows a value tree for<br />

this problem.<br />

Costs Benefits<br />

Turnover Working conditions<br />

Rent Electricity Cleaning Closeness Visibility Image Size Comfort Car<br />

to customers<br />

parking<br />

Figure 3.1 – A value tree for the office location problem

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