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A B+ tree is a self-balancing tree data structure that is commonly used for storing and retrieving sorted data in memory or on disk. It is an extension of the B tree and is particularly well-suited for use in databases and file systems due to its ability to efficiently handle large amounts of data and support range queries.

Key features of a B+ tree include:

  1. Balanced Tree Structure: Like other self-balancing trees, a B+ tree maintains a balanced structure, which ensures that the height of the tree remains relatively small compared to the number of elements stored in it. This balance helps keep operations such as insertion, deletion, and search efficient, with a time complexity of O(log n), where n is the number of elements in the tree.

  2. Sorted Order: Data in a B+ tree is stored in sorted order, which allows for efficient range queries and sequential access to the data.

  3. Node Structure: A B+ tree is composed of internal nodes and leaf nodes. Internal nodes contain index entries that point to child nodes, while leaf nodes contain actual data entries. This separation of internal and leaf nodes distinguishes B+ trees from B trees and facilitates efficient range queries.

  4. Multiple Keys per Node: Unlike binary search trees, B+ trees can have multiple keys per node, which reduces the height of the tree and improves performance.

  5. Minimum and Maximum Occupancy Constraints: B+ trees have minimum and maximum occupancy constraints for nodes, which ensure that nodes are neither too empty nor too full. This property helps maintain balance during insertion and deletion operations.

  6. Support for Duplicate Keys: B+ trees can support duplicate keys, which are stored in a sorted order within leaf nodes.

  7. Efficient Disk Access: B+ trees are optimized for disk access, with nodes typically being large enough to store multiple keys and pointers. This reduces the number of disk reads required for accessing data stored in the tree.

Overall, B+ trees are widely used in databases, file systems, and other applications where efficient storage and retrieval of sorted data are essential. They offer a balance between efficient insertion, deletion, and search operations, making them well-suited for handling large datasets.

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