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350   CHAPTER 8 NETWORK MODELS


                                     Figure 8.8 GDA’s Network with a Permanent Label at Node 5 and New Tentative Labels
                                     for Nodes 4 and 6

                                                                                                 [30, 2]
                                                                                                   7
                                                                              17
                                                         [13, 3]
                                                                                        5
                                                          2                 [18, 5]                  6
                                                                     6
                                                                            [19, 2]
                                                  15                          4

                                         [0, S]                 3                  4                  6
                                                                                              2
                                                                                                    [16, 5]
                                          1
                                                       10                              5
                                                                              4
                                                                    3                [14, 3]
                                                                  [10, 1]




                                       From the tentatively labelled nodes (nodes 4, 5 and 7), we select the node with
                                     the smallest distance value and declare that node permanently labelled. So node 5,
                                     with a distance of 14, becomes the new permanently labelled node. From node 5,
                                     then, we consider all non-permanently labelled nodes that can be reached directly
                                     from node 5. Thus, the tentative label on node 4 is revised, and node 6 is tentatively
                                     labelled. Figure 8.8 shows these.
                                       The smallest distance is again identified for the remaining tentatively labelled
                                     nodes, and this results in node 6 being permanently labelled. From node 6 we can
                                     determine a new tentative label with a distance value of 22 for node 7. After this step,
                                     the network appears as shown in Figure 8.9.


                                     Figure 8.9 GDA’s Network with a Permanent Label at Node 6 and a New Tentative
                                     Label for Node 7

                                                                                                 [22, 6]
                                                                                                 [30, 2]

                                                                                                   7
                                                                              17
                                                         [13, 3]
                                                                                        5
                                                          2                                          6
                                                                     6
                                                                            [18, 5]
                                                  15                          4

                                         [0, S]                 3                  4                  6
                                                                                              2
                                                                                                    [16, 5]
                                          1
                                                       10                              5
                                                                              4
                                                                    3                [14, 3]
                                                                  [10, 1]






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