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Artificial Intelligence and Soft Computing: Behavioral ... - Arteimi.info

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NW child B NE child 'C'<br />

SW child 'D'<br />

Fig. 24.8: The decomposition of the 2-D world map presented in fig. 24.7.<br />

In the above decomposition the child 'E' has no obstacle in its square<br />

region. So it is a free node <strong>and</strong> will not be decomposed further. It will remain<br />

as a leaf node of the quadtree. The remaining children 'B', 'C', <strong>and</strong> 'D' have<br />

some free space <strong>and</strong> some obstacle region; they will come under mixed<br />

nodes. The quadtree developed up to this stage (fig. 24.9) is as follows. The<br />

small square box under each node represents the status of the node. The white<br />

box represents a free node. The gray box represents the obstacle node. The<br />

box with hashed lines represents the mixed node. They have to be<br />

decomposed further, <strong>and</strong> the decomposition is shown in the fig. 24.10<br />

B<br />

A<br />

NW SW<br />

NE SE<br />

C D E<br />

Fig. 24.9: The quadtree representation of the decomposition.<br />

SE child 'E'

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