If the node is to be inserted in sorted order, you must traverse the list from the head node or first node to locate the insertion point. You then point the node to its next and previous nodes, either side of the insertion point. Then update those nodes to point at the new node.
That is, assuming node is to be inserted between prev and next, you would use the following algorithm (assuming every node has next and prev members):
node.next = next;
node.prev = prev;
next.prev = node;
prev.next = node;
LINEAR STRAIGHT CIRCULAR CURVED
A doubly linked list allows traversal in both directions (forward and backward) by having each node point to both its next and previous nodes. A circular linked list is a type of linked list where the last node points back to the first node, forming a circular structure. This allows continuous traversal through the elements without a definitive end.
A linked list is circular if the tail of the list points to the head. The easiest way to check this is to check whether the pointer of the tail is a null pointer. If it is, then the list is not circular.
It is easier to insert into a singly linked list.
suppose that a linked list which have 4 nodes. Example:- 10->20->30->25->50->NULL there is three way to insert the node in this list. 1. from beginning position 2. from ending position 3. from specific position
I would say that there is no such thing as a circular queue. The point of a circular data structure is to allow the end to loop around to the beginning. Since you can only remove items from the beginning of a queue or add them to the front, having these two items linked has no purpose nor benefit.
The Josephus problem is a problem to locate the place for the last survivour. It shows the power of the circular linked list over the singly linked lists.
You copy a singly linked list into a doubly linked list by iterating over the singly linked list and, for each element, calling the doubly linked list insert function.
if the last node contains the address of head node instead of null then it is a circular linked llist...
image is shared
You'll need to use a doubly-linked circular list, since otherwise when you pop off the tail element you'll need to whizz all the way round the list to find its predecessor. See the links section for an implementation of a doubly-linked circular list.
In a circular linked list every node is connected to another node. In a non-circular linked list. There are definitely starting and ending nodes are lacking an incoming and outgoing link, respectively.