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Engineering
Data Structures and Algorithms
Using the formulas, compare the minimum number of nodes you can put in a red-black tree versus an AVL tree of heights 5, 10, 15.

Using the formulas, compare the minimum number of nodes you can put in a red-black tree versus an AVL tree of heights 5, 10, 15.

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Red-Black trees vs. AVL trees Since h≤ 2k-1, h≤ 2 log(n+2) - 3 This grows quicker than the worst-case height for an AVL tree h≤ 1.44 logn
Transcribed Image Text:Red-Black trees vs. AVL trees Since h≤ 2k-1, h≤ 2 log(n+2) - 3 This grows quicker than the worst-case height for an AVL tree h≤ 1.44 logn
Using the formulas, compare the minimum number of nodes you can put in a red-black tree versus an AVL tree of heights 5, 10, 15.
Transcribed Image Text:Using the formulas, compare the minimum number of nodes you can put in a red-black tree versus an AVL tree of heights 5, 10, 15.
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