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CMSC 341

CMSC 341. Treaps. BST performance revisited. Good (logarithmic) performance with random data Linear performance if the data is sorted Solutions Splay Trees Amortized O( lg n) performance if we do many operations Still get the occasional linear operation Red-Black Trees

339 views • 25 slides

CMSC 341

Binary Search Trees. CMSC 341. Binary Search Tree. A Binary Search Tree is a Binary Tree in which, at every node v, the values stored in the left subtree of v are less than the value at v and the values stored in the right subtree are greater. The elements in the BST must be comparable.

311 views • 25 slides

CMSC 341

CMSC 341. Binary Search Trees. Binary Search Tree. A Binary Search Tree is a Binary Tree in which, at every node v, the values stored in the left subtree of v are less than the value at v and the values stored in the right subtree are greater. The elements in the BST must be comparable.

324 views • 25 slides

CMSC 341

CMSC 341. Treaps. BST performance revisited. Good (logarithmic) performance with random data Linear performance if the data is sorted Solutions Splay Trees Amortized O( lg n) performance if we do many operations Still get the occasional linear operation Red-Black Trees

336 views • 25 slides

CMSC 341

253 views • 25 slides

CMSC 341

Binary Search Trees. CMSC 341. Binary Search Tree. A Binary Search Tree is a Binary Tree in which, at every node v, the values stored in the left subtree of v are less than the value at v and the values stored in the right subtree are greater. The elements in the BST must be comparable.

256 views • 25 slides