You create a suffix trie out of the string MISSISSIPPI$. Assume that the root is at depth 0, its children are at depth 1, and their children are at depth 2, and so on. Fill in the following (just write numbers): • The number of children of the root is • The number of leaves in the suffix trie is • You search for the pattern ISS in the suffix trie. After the pattern is completely matched, the node reached is at depth . The number of leaves where a match for the pattern ISS is found is • You search for the pattern IPS in the suffix trie. The depth of the node reached right before a mismatch occurs is
You create a suffix trie out of the string MISSISSIPPI$. Assume that the root is at depth 0, its children are at depth 1, and their children are at depth 2, and so on. Fill in the following (just write numbers): • The number of children of the root is • The number of leaves in the suffix trie is • You search for the pattern ISS in the suffix trie. After the pattern is completely matched, the node reached is at depth . The number of leaves where a match for the pattern ISS is found is • You search for the pattern IPS in the suffix trie. The depth of the node reached right before a mismatch occurs is
Chapter16: Graphics
Section: Chapter Questions
Problem 14RQ
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Please dont copy and paste previous solutions. I checked them they are wrong.
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