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Chapter 6



                  6.1    Introduction to Queues

                       A queue is a linear data structure that operates on the principle of First-In, First-Out

               (FIFO).  This  means  that  the  first  element  inserted  into  the  queue  is  the  first  one  to  be

               removed, much like people standing in line at a ticket counter. Queues are widely used in
               computer science for managing tasks, scheduling processes, and handling resources in an

               orderly fashion. They ensure fairness by serving elements in the order they arrive.



                      6.1.1  Definition and Characteristics

                       A queue is defined by two primary operations: enqueue, which adds an element to
               the rear, and dequeue, which removes an element from the front. Other operations include

               checking whether the queue is empty or full and sometimes peeking at the front element

               without removing it. Queues are characterized by sequential access, meaning elements are

               processed in the order they were added.


                      6.1.2  Applications of Queues


                       Queues are used in many real-world and computational scenarios:

                       •  Task scheduling: operating systems use queues to manage processes waiting for

                          CPU time.

                       •  Resource management: printers use queues to handle multiple print jobs.
                       •  Breadth-first search (BFS): graph traversal algorithms rely on queues to explore

                          nodes level by level.

                       •  Networking: queues manage packets waiting to be transmitted or processed.


                  6.2    Implementation of Queues


                       Queues can be implemented in different ways depending on the requirements of the

               application. The two most common methods are using arrays and using linked lists. Each

               approach has its own advantages and limitations, and understanding both is important for
               selecting the right implementation.

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