Why is deleting in a Singly Linked List O(1)?17 Mar 2025 | 3 min read In this tutorial, we will discus about the deleting operations in singly linked list. How does a Node in a Singly Linked List get deleted?To remove a node from a linked list, we must first break the link that connects that node to the one that points to it. Assume node P must be deleted, and node Q is the one pointing to P. So, we'll need to remove the link between P and Q, and Q will point to the node that P was pointing to. Different kinds of Linked List Node DeletionDeletions are classified into three types:
All of the situations may not require O(1) time. The time complexities of various operations are listed in the section below. Different deletion Operations' Time ComplexityDeletion from the start:
Deletion from the end:
Delete a linked list item from the middle:
When does deletion take O(1) Time in a Singly Linked List?Because we do not have to traverse the list, deleting in a single linked list is O(1) in three circumstances. First, let us designate the pointer pointing to the node that needs to be erased "previous." So that is what we must do.
Because current is the node removed from the singly linked list. Second case: Let's call it head when it is necessary to delete the first/start/head node. So that is what we must do.
As a result, head points to the next node. Third case: When we need to delete the last/end/tail node, we'll call it tail. As a result, we must act accordingly.
This is only possible if we keep an extra pointer, namely, tail, for addressing the end node of the linked list. Meanwhile, we can only perform this once since we end up losing the reference to the last node and there is no solution in O(1) in a singly linked list to find the reference to the new last node. Because it contains the preceding pointer, it is permissible in a doubly linked list. ![]() The following is an implementation of various deletion procedures in a singly linked list: C++ Program: Output: Original list: 15 25 35 45 List after eliminating the first node: 25 35 45 List after eliminating the last node: 25 35 List after eliminating the specified node: 25 Next TopicConstruct Full Binary Tree using its Preorder Traversal and Preorder Traversal of its Mirror Tree |
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