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

Time (Worst)

O(n + k)

Worst case performance

📚 CLRS Reference

Introduction to AlgorithmsChapter 8Section 8.2

Step: 1 / 0
500ms
SlowFast
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Real-time Statistics

Algorithm Performance Metrics

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Algorithm Visualization

Step 1 of 0

Initialize array to begin

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Comparing
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Code Execution

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Implementation

Counting Sort - Algorithm Vision