LINKED LIST

What is Linked List?

In simple words, a linked list is a way to organize a list of items, like a chain of connected blocks. Each block (or node) contains both the item you want to store and a reference or link to the next block in the chain. It's a bit like a train where each car (node) is connected to the one in front of it, allowing you to go from one car to the next in a sequence.

This structure makes it easy to add or remove items in the middle of the list because you can simply change the links between the blocks. However, it's not as efficient for random access (jumping to a specific item) as some other data structures like arrays. Linked lists are commonly used in programming to create dynamic lists that can grow or shrink as needed.

Basic Operations on Linked List

Some of the basic operations for Queue in Data Structure are:
● Enqueue() – Adds (or stores) an element to the end of the queue..
● Dequeue() – Removal of elements from the queue.
● Peek() or front()- Acquires the data element available at the front node of the queue without deleting it.
● rear() – This operation returns the element at the rear end without removing it.
● isFull() – Validates if the queue is full.
● isNull() – Checks if the queue is empty.

Types of Linked List

There are different types of queues:
● Input Restricted Queue: This is a simple queue. In this type of queue, the input can be taken from only one end but deletion can be done from any of the ends.
● Output Restricted Queue: This is also a simple queue. In this type of queue, the input can be taken from both ends but deletion can be done from only one end.
● Circular Queue: This is a special type of queue where the last position is connected back to the first position. Here also the operations are performed in FIFO order.
● Double-Ended Queue (Dequeue): In a double-ended queue the insertion and deletion operations, both can be performed from both ends. To know more refer this.
● Priority Queue: A priority queue is a special queue where the elements are accessed based on the priority assigned to them.

Implentation Of Linked List

Linked lists have various applications in computer science and software development due to their flexibility and efficient dynamic memory allocation. Here are some common applications of linked lists:
Dynamic Memory Allocation:
Linked lists are often used in programming languages and systems to manage memory efficiently. They allow for dynamic allocation and deallocation of memory blocks, which is crucial for tasks like managing heaps and creating data structures like stacks and queues.
Data Structures:
Linked lists serve as the foundation for building more complex data structures. For example:
*Stacks: A linked list can be used to implement a stack data structure, where elements are pushed and popped from one end (the head). *Queues: Linked lists can be used to implement a queue, with elements enqueued at the tail and dequeued from the head. *Hash Tables: Separate chaining, a technique used in hash table implementations, employs linked lists to handle collisions. ● File Systems:
Some file systems, such as Unix's "ext2," use linked lists to maintain the structure of files and directories. Each entry in a directory is a node in the linked list.
● Music and Video Playlists:
Media players often use linked lists to manage playlists, where each song or video is a node in the list, and you can move between them sequentially.
● LRU (Least Recently Used) Cache:
LRU caches use a linked list to maintain the order of recently used items. The least recently used item is evicted when the cache is full.

Advantages of Linked List

● Linked lists offer several advantages in various programming and data structure scenarios. Here are some of the key advantages of using linked lists:
● Efficient Insertions and Deletions:
Linked lists excel at inserting and deleting elements at arbitrary positions within the list. These operations typically have a time complexity of O(1) if you have a reference to the node where you want to perform the operation.
● Memory Efficiency:
Linked lists can be more memory-efficient than arrays or dynamic arrays (like Python lists or C++ vectors) because they allocate memory for each element separately and don't require a contiguous block of memory.
● No Overflows:
Unlike arrays, linked lists don't suffer from overflow issues because you can keep adding elements as long as you have available memory.
● Support for Complex Structures:
Linked lists can be used to build more complex data structures, such as doubly linked lists (with links to both the next and previous nodes) and circular linked lists.
● Constant-Time Insertions/Deletions at Head:
Adding or removing elements at the beginning of a singly linked list is a constant-time (O(1)) operation since you only need to update the reference to the new head node.
● Ease of Merge:
When working with multiple linked lists, merging them together is typically more efficient than merging arrays or dynamic arrays.

Disadvantages of Linked List

Linked lists have several disadvantages and limitations, which should be considered when choosing them as a data structure for a particular application. Here are some of the key disadvantages of linked lists:
● No Random Access:
Unlike arrays or dynamic arrays, linked lists do not provide constant-time random access to elements. Accessing an element at a specific position typically requires traversing the list from the beginning or from a known reference point, resulting in O(n) time complexity for access.
● Memory Overhead:
Each node in a linked list contains not only the data but also a reference (or link) to the next node, which can lead to increased memory overhead compared to an array where only the data is stored.
● Inefficient for Reverse Traversal:
Singly linked lists are not efficient for reverse traversal (traversing the list from end to beginning) because they don't have references to the previous nodes. Doubly linked lists can address this limitation but at the cost of increased memory overhead.
● Insertion and Deletion in Middle:
While linked lists excel at inserting and deleting elements at the beginning or end, inserting or deleting elements in the middle of the list can be less efficient. You need to traverse the list to find the insertion or deletion point, resulting in O(n) time complexity.
● Difficulty in Maintaining Consistency:
Manipulating linked lists, especially in multithreaded environments, can be complex and require additional synchronization mechanisms to maintain consistency and avoid data corruption.

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