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Degree 1 node - PowerPoint PPT Presentation

Binary Search Trees

Binary Search Trees. Dictionary Operations: IsEmpty() Search(key) Insert(key, value) Delete(key). n is number of elements in dictionary. Complexity Of Dictionary Operations Search(), Insert() and Delete(). Definition Of Binary Search Tree. A binary tree.

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395 views • 39 slides

Binary Search Trees

Binary Search Trees. Definition Of Binary Search Tree. A binary tree. Each node has a (key, value) pair. For every node x , all keys in the left subtree of x are smaller than that in x . For every node x , all keys in the right subtree of x are greater than that in x. 20.

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404 views • 33 slides

Priority Queues

Priority Queues. MakeQueue create new empty queue Insert ( Q , k , p ) insert key k with priority p Delete ( Q, k ) delete key k (given a pointer) DeleteMin (Q) delete key with min priority Meld( Q 1 , Q 2 ) merge two sets Empty ( Q ) returns if empty Size ( Q ) returns # keys

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212 views • 11 slides

Priority Queues

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115 views • 11 slides

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Degree 1 node - PowerPoint PPT Presentation

Binary Search Trees

Binary Search Trees

Priority Queues

Priority Queues