Singly circular linked list Simply a singly linked list whose last element links to the first element constituting a circular structure. In this structure, it is possible to traverse without any hitch unlike a normal linked list followed by a node with the next pointer set to NULL.

A linked list is one type of data structure that is a linked list; a circular linked list is a linked list with nodes, all of which are bound in a circle. In an ordinary linked list hence, the node that contains the last element would usually be linked to a NULL value indicating the end of this list. But, in the circular structure of the linked list, the reference pointer of the last node points ahead to the first one maintaining a loop. The advantage of this design is that it allows traversing the list in any direction without hitting on a NULL value. Circular linked lists have one application in particular, in tasks like scheduling tasks or managing media playlists, where it is preferable to have never-ending (non blocking), continuous navigation.
Circular linked lists are mainly of the two types namely singly and doubly linked lists referring to the underlying structure.
In a singly, circular linked list, every node has one pointer, referred to as the pointer to the next node in the list. The next pointer of the last node in the list will point to the first node hence forming the circular structure. Only one way of travelling is possible in this arrangement. Using a circular singly linked list would be equivalent to using a singly linked list except that there is the difference of circularities.
The node type of singly circular linked list is usually composed of data and a next pointer and this next pointer is initialized as null. The SinglyCircularLinkedList class usually sets head and tail pointers to null. In an empty list, adding a new node makes it the head and the tail, having its next pointer to itself.
In a singly circular linked list to insert at the start of a non-empty list we simply update the next pointer of the node to the current head pointer of the list and the next pointer of the tail pointer of the list and change the tail pointer to be pointing to the new node, which had become the new head. Likewise to do the insertion at the end we change the next pointer to the tail with the next pointer of the new node, the next pointer of the new node with the head and the tail is changed to the new node.
Deleting a node is done in a certain procedure to ensure the integrity of the circulations. In case the head node is removed then the head pointer is repositioned to the next node and the tail next pointer is changed to the new head. In other nodes, the linked list is traversed to locate the node to be deleted, and an update to the next(predecessor) node is updated to skip the removed node. In case the deleted node was a tail, the tail pointer is set to the previous node.
Walking through a singly circular linked list starts at the head position and continues till the start position becomes reached in that order.
A circular doubly linked list is constructed on the same basis of doubly linked list but with the structure consisting of circular form. Every node in this sort of list contains two elements, prev, and next. The prev pointer refers to the prior node and the next pointer refers to the next node. A circular doubly linked list has its last node, pointed to by its next pointer, back to the first node and the first node reverse-pointed to the last node, creating a circular pair of links. This structure is bi-directional, in terms of traversing.
To insert at the first of a circular doubly linked list, a new node next refers to the current head and prev the current tail. This prev of the current head is updated to the new node and likewise the tail next is updated to the new node, thus becoming the current head. To insert at the end, the prev of the new node is set as the current tail and next points to the head and then the current tail next and the current head prev are updated to point to the new node thus making the new node the new tail.
In case of deletion in a doubly linked list, which is circular, both prev and next pointers of the neighboring nodes must be updated to reflect connectivity. The head or the tail has to be handled in a special way.
Circular linked lists are just like singly and doubly linked lists, various operations can be carried out. These are insertions, deletion and searches.
Insertion
Insertion entails insertion of new nodes on the list. There are a number of ways that this can be done:
Insertion into an empty list: A new node is created and its next pointer is put equal to itself and it is now the last node (or the head and tail).
Insertion head: The next of the new nodes is set to the existing head and the new node is now the newly formed head.
Append at end: The last node next pointer is set to the new node and the new node next is set to prev head (which is last->next) and the new node is the new last (or tail).
Insertion in a particular location: It is a technique, which involves a search of the list in order to identify the location where the data is to be inserted with subsequent modifications of the next pointers in order to accommodate the new node.
Deletion
Deletion deals with removal of a node in the linked list by maintaining the linked list circular.
Deleting of the first node: When the node to be removed is not the only node, the next pointer of the last node would be changed to skip over the head and the head will be discarded. When it is the only node both the head and the tail are set to null.
Deleting a particular node: This needs the locating of the node followed by modification of the next position of the preceding node which points to the next node instead of the target node. When the last node is deleted, then the last pointer should be updated as well.
Removal of the final nodes: The list is iterated on to get the penultimate node where the next pointer is changed to arrive at the first node and the previous node becomes the new last.
Searching
A circular linked list search is like a regular linked list. The list is followed starting with a particular node until a match is obtained or until the initial node is reentered implying that the value does not exist. It is also important not to lose track of the state initialization to avoid chain rule.
Circular linked lists will have the following advantages:
No Null References: Because the final node has the first node as a previous node, there are no null references at the end of the list, which make it easier and reduce the amount of null pointer exceptions thrown when iterating through the list.
Continuous Traversal: Capability to traverse the list at any node continuously and end up at the same node without beginning with the head, this is important to applications that demand circular traversal.
Easy to implement Circular Queues: Circular queues are also easy to implement and the last element will link to the first which leads to the ability to manage resources efficiently.
Locating Previous Node: It is possible to find the previous node even when there is not a direct reference to the previous node (or prev; such as in singly circular lists), by searching the list.
Like any other data structure, one may find some drawbacks of circular linked lists:
Greater Complexity: They tend to be more complex to execute as opposed to singly linked lists.
Possibility of Infinite Loops: Unless termination conditions are carefully treated, an infinite loop can be very easily entered into as one traverses a circular linked list.
Diagnostic difficulty: Debugging can be more challenging due to circular nature whereby the common step by step debugging methods might not be pertinent in a straightforward manner.
Circular linked lists are used in many real life applications:
Time-Sharing Operating Systems: It is implemented where there is time-sharing among more than one user where a Round-Robin mechanism of scheduling is a common implementation.
Multiplayer Games: Multiplayer games can control the player turns, and the last player hand goes back to the starting player.
Buffering Applications: Buffering application, where data is continuously generated and provides data, which is also consumed.
Media Players: Playlists in media players can be handled by circular linked lists, to allow looping songs.
Management of Browser Cache: Circular linked lists are utilized to manage the cache of browsers, this allows browsers to easily navigate backwards in browsing history, via the use of the "BACK" button.
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