Insertion and Deletion in Circular Doubly Linked Lists | Doubly Circular Linked List | SimpliCode
This "Insertion and Deletion in Circular Doubly Linked List" Tutorial by Simplicode will begin with an introduction to circular doubly linked lists, explaining the concept of its structure and how it is different from other linked lists. Furthermore, This tutorial will cover the different types of insertion and Deletion operations that can be performed in a circular doubly linked list, including at the beginning, at the end, and at a specific position. This Data Strcture tutorial will provide step-by-step instructions on how to implement circular doubly linked list operations using a programming language, such as C++ for a better learning experience.
Following are the topics covered in this Tutorial:
00:00 Introduction to Insertion and Deletion in circular Doubly Linked List
01:20 Insertion methods in Circular Doubly Linked List
19:38 Deletion methods in Circular Doubly Linked List
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👉Both insertion and deletion operations in a circular doubly linked list require careful handling of the pointers to ensure that the circular structure of the list is maintained. In this session, we’ll provide you with a hands on tutorial on how to perform insertion and deletion in a circular doubly linked list using C++
👉What is a Circular Doubly Linked List?
The circular doubly linked list is a more advanced version of a singly linked list or a doubly linked list in which has the added feature that the last node's "next" pointer points back to the first node, creating a circular structure. Similarly, the first node's "previous" pointer points to the last node, completing the circle. So you can say its a hybrid version of both circular and doubly linked list
Each node has two pointers: one that points to the next node in the list, and another that points to the previous node in the list. In a circular doubly linked list, the first node's previous pointer points to the last node, and the last node's next pointer points to the first node, forming a circular loop. This means that the list can be traversed in both directions, from the beginning to the end or from the end to the beginning.
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