In this article we will see what is doubly linked list, how it is different from other linked list and how to implement it.

Earlier we have seen what is Singly Linked List and Circular Linked List and How to implement it. In a way you say that it’s an extension of singly linked list. I would suggest that if you do not about Linked list, first read “Singly Linked List”

Let’s see the difference between singly and doubly linked list.

**Singly Linked List vs Doubly Linked List**

**Singly Linked List** |
**Doubly Linked List** |

Easy Implement |
Not easy |

Less memory |
More Memory |

Can traverse only in forward direction |
Traverse in both direction, back and froth |

So as we can see the in doubly linked list each node has two references, *next* and *prev* which makes it possible to traverse in both directions.

Let’s see how the Node structure will look like

class Node{
int data;
Node next;
Node previous;
public Node(int data){
this.data = data;
next = null;
previous = null;
}
}

**Operations**:

**NOTE**: we are two references here, *head* and *tail*. *Head* points the start of the linked list and *tail* points to the last node of the linked list.

**Add at the Start :** Add a node the beginning of the linked list. Its O(1). If size is 0 then make the new node as head and tail else put the at the start, change the head and do not change the tail.

**Add at the End :** Add a node at the end of the linked list. its O(1) since we have tail reference. If size is 0 then make the new node as head and tail else put node at the end of the list using tail reference and make the new node as tail.

**Delete at the Start :** Delete a node from beginning of the linked list and make the head points to the 2nd node in the list. Its O(1).

**Get Size:** returns the size of the linked list.

**Get Element at Index :** Return the element at specific index, if index is greater than the size then return –1. its O(n) in worst case.

**Print:** Prints the entire linked list. O(n).

**Complete Code:**

**Output**:

Adding Node 2 at the start
Adding Node 1 at the start
Doubly Linked List: 1 2
Adding Node 3 at the End
Doubly Linked List: 1 2 3
Adding node after 2
Doubly Linked List: 1 2 4 3
deleting node 1 from start
Doubly Linked List: 2 4 3
Element at index 2: 4
Adding Node 1 at the start
Doubly Linked List: 1 2 4 3
deleting node 3 from end
Doubly Linked List: 1 2 4
Size of the Linked List: 3

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If you find anything incorrect or you feel that there is any better approach to solve the above problem, please write comment.

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