The Josephus problem is a problem to locate the place for the last survivour. It shows the power of the circular linked list over the singly linked lists.
how to solve ascarcity problem
In a standard queue data structure re-buffering problem occurs for each dequeue operation. To solve this problem by joining the front and rear ends of a queue to make the queue as a circular queueCircular queue is a linear data structure. It follows FIFO principle.In circular queue the last node is connected back to the first node to make a circle.Circular linked list fallow the First In First Out principleElements are added at the rear end and the elements are deleted at front end of the queueBoth the front and the rear pointers points to the beginning of the array.It is also called as "Ring buffer".Items can inserted and deleted from a queue in O(1) time.Circular Queue can be created in three ways they are· Using single linked list· Using double linked list· Using arraysUsing single linked list:It is an extension for the basic single linked list. In circular linked list Instead of storing a Null value in the last node of a single linked list, store the address of the 1st node (root) forms a circular linked list. Using circular linked list it is possible to directly traverse to the first node after reaching the last node.The following figure shows circular single linked list:Using double linked listIn double linked list the right side pointer points to the next node address or the address of first node and left side pointer points to the previous node address or the address of last node of a list. Hence the above list is known as circular double linked list.The following figure shows Circular Double linked list :-Algorithm for creating circular linked list :-Step 1) startStep 2) create anode with the following fields to store information and the address of the next node.Structure nodebeginint infopointer to structure node called nextendStep 3) create a class called clist with the member variables of pointer to structure nodes called root, prev, next and the member functions create ( ) to create the circular linked list and display ( ) to display the circular linked list.Step 4) create an object called 'C' of clist typeStep 5) call C. create ( ) member functionStep 6) call C. display ( ) member functionStep 7) stopAlgorithm for create ( ) function:-Step 1) allocate the memory for newnodenewnode = new (node )Step 2) newnode->next=newnode. // circularStep 3) Repeat the steps from 4 to 5 until choice = 'n'Step 4) if (root=NULL)root = prev=newnode // prev is a running pointer which points last node of a listelsenewnode->next = rootprev->next = newnodeprev = newnodeStep 5) Read the choiceStep 6) returnAlgorithm for display ( ) function :-Step 1) startStep 2) declare a variable of pointer to structure node called temp, assign root to temptemp = rootStep 3) display temp->infoStep 4) temp = temp->nextStep 5) repeat the steps 6 until temp = rootStep 6) display temp infoStep 7) temp=temp->nextStep 8) returnUsing arrayIn arrays the range of a subscript is 0 to n-1 where n is the maximum size. To make the array as a circular array by making the subscript 0 as the next address of the subscript n-1 by using the formula subscript = (subscript +1) % maximum size. In circular queue the front and rear pointer are updated by using the above formula.The following figure shows circular array:Algorithm for Enqueue operation using arrayStep 1. startStep 2. if (front == (rear+1)%max)Print error "circular queue overflow "Step 3. else{ rear = (rear+1)%maxQ[rear] = element;If (front == -1 ) f = 0;}Step 4. stopAlgorithm for Dequeue operation using arrayStep 1. startStep 2. if ((front == rear) && (rear == -1))Print error "circular queue underflow "Step 3. else{ element = Q[front]If (front == rear) front=rear = -1ElseFront = (front + 1) % max}Step 4. stop
This is dumb!
no
Bullying
because of circular flow of the earth is not balance
soil amendments. which problem do you have specify.
No, the problem of induction is too circular to be solved. Read some Thomas s. Kuhn or Karl Popper.
It is to use science for a practical job or to solve a problem.
When you analyze a problem you look it over which is what analyzing means. You look over the problem and then you solve it. When you solve a problem you solve it and you use certain steps and solve it but of course everyone has there ways to solve a problem but some people have ways to solve it by just analysing it. That is the difference.
It didn't solve any problem it was invented as a sport not as a way to solve anything...
no it can not solve the problem
how can geography solve the problem of street urchins?
How do you solve the problem of physical memory dump?
understand the problem decide how your going to solve the problem solve the problem look back and check
How to solve this problem v427
Analyzing it!