<?xml version="1.0" encoding="windows-1252"?>
<node id="40614" title="Re: Graph Traversal" created="2000-11-08 18:46:31" updated="2005-07-21 01:21:58">
<type id="11">
note</type>
<author id="34458">
tedv</author>
<data>
<field name="doctext">
I don't think it's that different.  It's just a weighting
problem with a threshold.  Give each node a weight and
divide by distance and you have a rough heuristic for how
important it is to get there.  Choose an appropriate threshold
and you've reduced it to the TSP.  In theory, a slightly better
solution is to make a large graph and weight entire sections
of the graph (ie. groups of nodes).  This tells you that 9
average nodes are better than 1 great node and 8 worthless ones.
But that's just another way of simplifying N nodes into 1 node,
and you still have to apply a heuristical threshold to end up
with a the TSP again.
&lt;BR&gt;&lt;BR&gt;-Ted</field>
<field name="root_node">
40586</field>
<field name="parent_node">
40591</field>
</data>
</node>
