Decision Cpm Network Reduction And Solution

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Decision Cpm Network Reduction And Solution
Wallace B S Crowston
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The computation of C at a node implies the selection of a feasible set of decision jobs at that point in the tree. Given this set of jobs it is again possible to use the reduced set of precedence con- straints to find the length of the implied critical path and also to iden- tify the decision jobs on the critical path. Note that the critical path determined here will ordinarily not be the same as that found in the cal- culation of C, which was based solely on those jobs S, . £ SA. P' ^ -J ij Th...e critical path variables associated with C then form one branch from the new node, the other branches being formed by each variable, in- dividually excluded. Any solution to the problem must contain either the -22- set of all decision nodes on the original critical path, or have at least one of then excluded. If, for example, at a particular node on the tree, the cheapest feasible set of decisions contained S and S and both D, i 1^, 1 of these jobs were on the critical path, we would branch as shown below.

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