Skip to main content

Reverse a singly linked list

One of the commonly used interview question is - how do you reverse a linked list?

If you talk about a recursive function to print the list in reverse order, you are so wrong. The question is to reverse the nodes of list. Not print the nodes in reverse order.

So how do you go about reversing the nodes.

You need to take each node and link it to previous node. But a singly linked list does not have previous pointer.

So if n1 is current node, n2 = n1->next, you should set

    n2->next = NULL

But doing this would cut off the list at n2.

So the solution is recursion. That is to reverse n nodes  n1,n2,n3... of a list,
  • reverse the sub list from n2,n3,n4....
  • link n2->next to n1
  • set n1->next to NULL
The last step is necessary because, once we reverse the list, first node must become last node and should be pointing to NULL.

But now the difficulty is regarding the head? Where is head and how do we set it?

Once we reach end of list  viz n1->next ==NULL, this node must become new head of the list. We have to store it in a static variable, in order not to change it. 
  1. set current node =n1
  2. if lastnode set head =n1
  3. set node2 = nextnode
  4. recursively reverse list from node2 to end of list
  5. set node2->next = l1
  6. set l1->next = NULL
And here is reverse function


NODEPTR reverse_list(NODEPTR l1)
{
static NODEPTR head;
if(l1->next==NULL)
{
head = l1;
return l1;
}
else
{
NODEPTR node2 = l1->next;
reverse_list(node2);
node2->next = l1;
l1->next = NULL;
return head;
}
}

And this is the complete program.


#include<stdio.h>  
#include<stdlib.h>
struct node
{
int n;
struct node *next;
};
typedef struct node * NODEPTR;

NODEPTR create_node(int value)
{
NODEPTR temp = (NODEPTR) malloc(sizeof(struct node));
temp->next = NULL;
temp->n = value;
return temp;
}

NODEPTR append_node(NODEPTR head, NODEPTR newnode)
{
NODEPTR temp = head;
if(temp==NULL)
return newnode;
while(temp->next !=NULL)
temp = temp->next;
temp->next = newnode;
return head;
}

void display_nodes(NODEPTR head)
{
NODEPTR temp = head;//redundant
while (temp!= NULL)
{
printf("%d====>",temp->n);
temp = temp->next;
}
printf("\n");
}

NODEPTR reverse_list(NODEPTR l1)
{
static NODEPTR head;
if(l1->next==NULL)
{
head = l1;
return l1;
}
else
{
NODEPTR node2 = l1->next;
reverse_list(node2);
node2->next = l1;
l1->next = NULL;
return head;
}
}

NODEPTR delete_node(NODEPTR head, NODEPTR dnode)
{
NODEPTR temp = head;
NODEPTR prev = NULL;
if(dnode==head)
{
head = head->next;
}
while (temp !=NULL && temp!=dnode)
{
prev = temp;
temp = temp->next;
}

if(prev!=NULL)
{
prev->next = temp->next;
}

free(dnode);
return head;
}

int main()
{
NODEPTR head;
NODEPTR newnode,dnode;
int numnodes,i;
//initialize head
head = NULL;
printf("Number of nodes = ");
scanf("%d",&numnodes);

for(i = 0;i<numnodes;i++)
{
int value;
NODEPTR newnode;
printf("node value=");
scanf("%d",&value);
newnode = create_node(value);
head = append_node(head,newnode);
}
printf("The linked list now is ");
display_nodes(head);
head = reverse_list(head);
printf("Now the list is ");
display_nodes(head);
}

You can download the program from here.

Comments

Popular posts from this blog

Delete a node from doubly linked list

Deletion operation in DLL is simpler when compared to SLL. Because we don't have to go in search of previous node of to-be-deleted node.  Here is how you delete a node Link previous node of node of to-be-deleted to next node. Link next node of node of to-be-deleted to previous node. Free the memory of node of to-be-deleted Simple, isn't it. The code can go like this. prevnode = delnode->prev; nextnode = delnode->next; prevnode->next = nextnode; nextnode->prev = prevnode; free(delnode); And that is it. The node delnode is deleted. But we should always consider boundary conditions. What happens if we are trying to delete the first node or last node? If first node is to be deleted, its previous node is NULL. Hence step 3 should not be used.  And also, once head is deleted, nextnode becomes head . Similarly if last node is to be deleted, nextnode is NULL. Hence step 4 is as strict NO NO. And we should set prevnode to tail. After we put these things together, we have...

Program to delete a node from linked list

How do you remove a node from a linked list? If you have to delete a node, first you need to search the node. Then you should find its previous node. Then you should link the previous node to the next node. If node containing 8 has to be deleted, then n1 should be pointing to n2. Looks quite simple. Isn't it? But there are at least two special cases you have to consider. Of course, when the node is not found. If the node is first node of the list viz head. If the node to be deleted is head node, then if you delete, the list would be lost. You should avoid that and make the second node as the head node. So it becomes mandatory that you return the changed head node from the function.   Now let us have a look at the code. #include<stdio.h> #include<stdlib.h> struct node { int data; struct node * next; }; typedef struct node * NODEPTR; NODEPTR create_node ( int value) { NODEPTR temp = (NODEPTR) malloc( size...

Binary tree deletion

Do not get all scared and worried. It is not rocket science (or as I would like to call it - it is not regex). Remember deleting a node from linked list. When you deleted a node, you did the following 2 steps Free the memory of the node Link the previous node of the deleted node to the next node You will have to do these things in binary tree too. But the difficulty here is do you link the previous node - or parent node in tree terminology, to the left child of deleted node? Or to the right child? You can not link both children, as the parent already may have one child node. So before we solve this, let us categorize the deletion with the help of a diagram. Consider the cases The node to be deleted is a leaf node. That is, it does not have left or right child. In this case, link the parent to NULL in place of deleted node.  If you want to delete 13 - which is a leaf node, you set 14->left to NULL and free memory of node 13. If you want to delete 7 - which is also a leaf node and...