Algorithmes de triIntermediate
Counting Sort
A non-comparison sorting algorithm that counts occurrences of each element and uses arithmetic to determine positions. Achieves O(n+k) time complexity where k is the range of input values. Ideal for sorting integers within a known, limited range. Forms the basis for radix sort.
#sorting#linear-time#non-comparison#stable
Complexity Analysis
Time (Average)
O(n + k)Expected case performance
Space
O(n + k)Memory requirements
Time (Best)
O(n + k)Best case performance
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O(n + k)Worst case performance
📚 CLRS Reference
Introduction to Algorithms•Chapter 8•Section 8.2
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500ms
SlowFast
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Algorithm Visualization
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Initialize array to begin
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