This document discusses different types of linked lists including doubly linked lists, circular linked lists, and doubly circular linked lists. It provides details on the structure of each node in a doubly linked list and how elements are added and deleted. Circular linked lists are introduced as linked lists where the last node's next pointer points to the head node, forming a ring structure. Doubly circular linked lists combine the features of doubly linked lists and circular linked lists. The Josephus problem is presented as an example that can be solved using a circular linked list to model people sitting in a circle. Students are assigned to implement the Josephus problem using a linked list data structure with parameters M and N specified at runtime.