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Chapter 12

Chapter 12

Chapter 12. Advanced Associative Structure. Outline. Hash Function Hash table Open probe addressing Chaining with separate lists Hash Iterator Efficiency of Hash Methods 2-3-4 Tree Insertion of 2-3-4 tree Red-Black Trees Converting 2-3-4 tree to Red-Black tree

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737 views • 54 slides
Self-Balancing Search Trees

Self-Balancing Search Trees

Self-Balancing Search Trees. Chapter 11. Chapter Objectives. To understand the impact that balance has on the performance of binary search trees To learn about the AVL tree for storing and maintaining a binary search tree in balance

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347 views • 34 slides
Self-Balancing Search Trees

Self-Balancing Search Trees

Self-Balancing Search Trees. Chapter 11. Chapter Objectives. To understand the impact that balance has on the performance of binary search trees To learn about the AVL tree for storing and maintaining a binary search tree in balance

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364 views • 34 slides
Red Black Trees

Red Black Trees

Red Black Trees. Top-Down Deletion. Recall the rules for BST deletion. If vertex to be deleted is a leaf, just delete it. If vertex to be deleted has just one child, replace it with that child

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381 views • 31 slides
Red Black Trees

Red Black Trees

Red Black Trees. Top-Down Deletion. Recall the rules for BST deletion. If vertex to be deleted is a leaf, just delete it. If vertex to be deleted has just one child, replace it with that child

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364 views • 31 slides
Red Black Trees

Red Black Trees

Red Black Trees. Top-Down Deletion. Recall the rules for BST deletion. If vertex to be deleted is a leaf, just delete it. If vertex to be deleted has just one child, replace it with that child

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314 views • 31 slides
Deletion from Red-Black Trees

Deletion from Red-Black Trees

Deletion from Red-Black Trees. Setting Up Deletion. As with binary search trees, we can always delete a node that has at least one external child

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167 views • 16 slides
Red-black Trees

Red-black Trees

Red-black Trees . Consider a b-tree of order 4. A node must have at least 2 children and as many as 4. A node must have at least 1 key value and as many as 3. We have always represented the key values as an array, but what if we did it as a tree?. Red-black Trees Example.

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275 views • 13 slides

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