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The chapter discusses the implementation of priority queues and heaps, essential data structures for managing jobs with varying priorities within a scheduling system. It introduces the concept of a priority queue, explains the operations involved, and highlights the advantages of implementing heaps for more efficient processing times. Through the exploration of heaps as binary trees, the chapter details their structural and functional properties that allow for efficient insertion and maximum deletion operations.
References
Chapter 36 part-A.pdfClass Notes
Memorization
What we have learnt
Final Test
Revision Tests
Term: Priority Queue
Definition: A data structure that selects the next job to execute based on priority rather than the order of arrival.
Term: Heap
Definition: A type of binary tree used to implement priority queues that maintains a specific structural and value-based property.
Term: Max Heap Property
Definition: A property of a heap where each parent node has a value greater than or equal to its child nodes.
Term: Binary Tree
Definition: A data structure consisting of nodes, where each node has up to two children, often used to model hierarchical relationships.