binary min-heap
A binary min-heap is a complete binary tree that satisfies the heap property, where each node contains a value smaller than or equal to its child nodes. It is commonly implemented using an array, where the parent-child relationship is determined by the indices. This data structure is efficient for finding and removing the minimum element, with operations such as insertion and extraction taking logarithmic time complexity.
Requires login.
Related Concepts (11)
Similar Concepts
- balanced binary heap
- balanced binary tree
- balancing a binary heap
- binary heap
- binary heap applications
- binary heap data structure
- binary heap implementation
- binary heap operations
- binary heap representation
- binary heap trees
- binary heaps
- binomial heap
- graphical representation of binary heap
- heap sort using binary heap
- min-heap