What is the difference between HashMap, TreeMap, and LinkedHashMap?

By | March 5, 2023

In Java, HashMap, TreeMap, and LinkedHashMap are all implementations of the Map interface, but they have some differences in terms of their characteristics and behavior.

HashMap: HashMap is an unordered collection that stores key-value pairs in a hash table. It provides constant-time performance for basic operations like adding, removing, and retrieving elements. However, the order of elements in a HashMap is not guaranteed and can change when the map is resized.

TreeMap: TreeMap is an ordered collection that stores key-value pairs in a red-black tree. It maintains the keys in sorted order and provides logarithmic-time performance for basic operations. The order of elements in a TreeMap is guaranteed and can be customized using a Comparator.

LinkedHashMap: LinkedHashMap is a collection that maintains the order of elements in which they were inserted. It provides constant-time performance for basic operations, but also maintains a doubly-linked list that maintains the order of insertion. The order of elements in a LinkedHashMap is guaranteed and remains the same as the insertion order.

Here are some key differences between these three implementations:

Ordering: HashMap provides no ordering, TreeMap orders elements based on their keys, and LinkedHashMap orders elements based on their insertion order.

Performance: HashMap provides constant-time performance for most operations, while TreeMap provides logarithmic-time performance. LinkedHashMap also provides constant-time performance, but requires additional memory to maintain the linked list.

Customization: TreeMap can be customized with a Comparator to change the ordering of elements, while HashMap and LinkedHashMap cannot.

In summary, HashMap is a good choice when order is not important and when fast access to elements is needed. TreeMap is a good choice when elements need to be sorted based on their keys or when range queries are needed. LinkedHashMap is a good choice when the order of insertion needs to be preserved, but also when fast access to elements is needed.

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