Duplicate Avoidance in Depth-First Search with Applications to Treewidth
Dow, P. Alex (University of California, Los Angeles) | Korf, Richard E. (University of California, Los Angeles)
This can increase the size of the Treewidth is a fundamental property of a graph with significant search exponentially. We explore two techniques implications for several areas of artificial intelligence that prevent this: duplicate detection and duplicate research. A reason for focusing on treewidth is that a natural avoidance. We illustrate these techniques on search space for it uses a maximum edge cost function. As the treewidth problem, a combinatorial optimization we discuss in a later section, in an iterative-deepening search problem with applications to a variety of research on a problem with a maximum edge cost function, every duplicate areas. The bottleneck for previous treewidth node can be discarded. This makes these problems algorithms is a large memory requirement. We develop well-suited for studying duplicate elimination techniques.
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