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Words: | Submitted: Thu Jul 11 2002
... I will start and finish the trip in the small town of Roscoff, where my friend and I will stay at my French friend's house in the town centre. I will try to cycle along the shortest possible route between towns. I can only look at a few of the routes between the 10 nodes out a possible (10-1)! /2 = 181440. This would be far too many to individually analyse. Some of the possible arcs will be left as either the routes between the towns do not exist or the route passes directly through another node. I feel my network is adequately sophisticated as there are 10 nodes and many of the nodes are joined to each other. Distances between nodes are calculated by adding up the distances of sections of road on the map. All the distances on my network are in kilometres, avoiding main roads with large ...
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