A circular linked list is a type of linked list in which the last node of the list points to the first node, creating a circular sequence. This means that traversal of the list can start from any node, but it always ends up back at the same node where it began.
Example:
Let’s take an example of a circular linked list that contains three nodes. The first node contains the data value of “A,” the second node contains “B,” and the third node contains “C.” Each node in the list contains a pointer to the next node, and the last node in the list points back to the first node, forming a circular sequence.
The structure of the circular linked list will look like:
(A)->(B)->(C)->(A)
Here, the pointer of node “A” points towards node “B,” the pointer of “B” points towards “C,” and the pointer of “C” points towards “A.”
In this manner, the operations of inserting, deleting, or traversing elements in a circular linked list, work similar to that of a normal singly linked list. However, it is important to keep in mind that the linked list is circular, and care must be taken to ensure that the traversal does not enter an infinite loop by going in circles.
Answer: A circular linked list is a data structure that organizes data elements in a circular sequence, where the last element points to the first element, forming a closed loop.
Answer: The insertion operation in a circular linked list involves creating a new node, updating its pointers to link it with adjacent nodes, and updating the pointers of the previous and next nodes to point to the new node.
Answer: One advantage of using a circular linked list over a linear linked list is that it allows for easy traversal from the last element to the first element without having to traverse through the entire list.
Answer: Yes, a circular linked list can be empty, where the head/tail nodes point to null, indicating an empty list.
Answer: The deletion operation in a circular linked list involves updating the pointers of the adjacent nodes to bypass the node to be deleted, freeing the memory space occupied by the deleted node, and updating the pointers of the head/tail nodes to point to the correct nodes in the list.