Definition | A linear data structure that follows the FIFO (First In First Out) principle but connects the end of the queue back to the beginning, forming a circle. | A data structure where each element is associated with a priority, and elements are served based on their priority rather than their position in the queue. |
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Data Order | Elements are processed in the order they arrive. | Elements are processed based on their priority; higher priority elements are served before lower priority ones. |
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Structure | Utilizes a circular array or linked list to connect the rear to the front. | Utilizes a heap, array, or linked list to manage element priorities. |
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Insertion | New elements are added at the rear; if the queue is full, it can wrap around to the front. | New elements are added based on their priority, usually maintaining a sorted order. |
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Deletion | Elements are removed from the front. | Elements with the highest priority are removed first, regardless of their position in the queue. |
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Use Case | Suitable for buffering applications like CPU scheduling, traffic lights, and memory management. | Suitable for applications like job scheduling, bandwidth management, and task prioritization. |
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Complexity | Insertion and deletion have O(1) complexity. | Insertion and deletion typically have O(log n) complexity due to the need to maintain the priority order. |
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Implementation | Simple implementation using arrays or linked lists. | More complex implementation often using binary heaps or balanced trees. |
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Memory Utilization | Efficient memory usage due to circular nature, preventing unused space. | Can lead to more memory overhead due to additional data structures to maintain order. |
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Examples | Round-robin scheduling, buffer management. | Dijkstra's algorithm, A* search algorithm, task scheduling systems. |
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