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7.6-heap

# 7.6-heap - CMPT 225 Heap CMPT 225 However There is yet...

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CMPT 225 Heap

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CMPT 225 However… There is yet another flavour of Binary Tree that can be efficiently implemented using an array
CMPT 225 Binary Heap Definition: A complete binary tree can be implemented efficiently using an array since there are no empty (null) cells

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CMPT 225 Maximum Binary Heap Maximum Binary Heap is a … complete binary tree, and the key value of a node in such heap is > or = to key value of its children (if any), and the node’s left and right subtrees are also maximum binary heaps In such a heap, the root contains the element with the largest key value
CMPT 225 Minimum Binary Heap Minimum Binary Heap is a … complete binary tree, and the key value of a node in such heap is < or = to key value of its children (if any), and the node’s left and right subtrees are also minimum binary heaps In such a heap, the root contains the element with the smallest key value

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CMPT 225 Index-based Implementation of Heap Considering cell at index I
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