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- Min-max_heap abstract "In computer science, a min-max heap is a double-ended priority queue implemented as a modified version of a binary heap. Like a binary heap, a min-max heap is represented as a complete binary tree. Unlike a binary heap, though, the nodes in this tree do not obey the min-heap property; rather they obey the min-max heap property. Each node at an even level in the tree is less than all of its descendants, while each node at an odd level in the tree is greater than all of its descendants.Like binary heaps, min-max heaps support O(lg n) insertion and deletion, can be built in time O(n), and are often represented implicitly in an array. Operations like findmin and findmax take constant time.".
- Min-max_heap thumbnail Min-max_heap.jpg?width=300.
- Min-max_heap wikiPageExternalLink MinMaxHeaps.pdf.
- Min-max_heap wikiPageID "30317554".
- Min-max_heap wikiPageRevisionID "600440772".
- Min-max_heap hasPhotoCollection Min-max_heap.
- Min-max_heap subject Category:Heaps_(data_structures).
- Min-max_heap subject Category:Priority_queues.
- Min-max_heap type Abstraction100002137.
- Min-max_heap type Arrangement107938773.
- Min-max_heap type Formation108426461.
- Min-max_heap type Group100031264.
- Min-max_heap type Line108430203.
- Min-max_heap type PriorityQueues.
- Min-max_heap type Queue108432345.
- Min-max_heap comment "In computer science, a min-max heap is a double-ended priority queue implemented as a modified version of a binary heap. Like a binary heap, a min-max heap is represented as a complete binary tree. Unlike a binary heap, though, the nodes in this tree do not obey the min-heap property; rather they obey the min-max heap property.".
- Min-max_heap label "Min-Max-Heap".
- Min-max_heap label "Min-max heap".
- Min-max_heap sameAs Min-Max-Heap.
- Min-max_heap sameAs m.0g5t5qn.
- Min-max_heap sameAs Q1936133.
- Min-max_heap sameAs Q1936133.
- Min-max_heap sameAs Min-max_heap.
- Min-max_heap wasDerivedFrom Min-max_heap?oldid=600440772.
- Min-max_heap depiction Min-max_heap.jpg.
- Min-max_heap isPrimaryTopicOf Min-max_heap.
