Can you explain how different sorting algorithms compare in terms of efficiency?
Sure! Sorting algorithms like Quick Sort, Merge Sort, and Bubble Sort have different time complexities. Quick Sort is generally faster with an average time complexity of O(n log n), while Bubble Sort is much slower at O(n^2).
What about their space complexity?
Good question! Quick Sort has a space complexity of O(log n) due to recursion, while Merge Sort requires O(n) for temporary arrays. Bubble Sort is O(1) since it sorts in place.
When should I use each algorithm?
Use Quick Sort for large datasets where average performance is key. Merge Sort is great for linked lists or when stability is needed, while Bubble Sort is mainly for educational purposes.
Are there any other sorting algorithms I should know about?
Yes! Other notable algorithms include Heap Sort, Radix Sort, and Counting Sort, each with unique advantages depending on the data.
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