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2.11 - Integer Sorting Algorithms | Counting Sort and Radix Sort
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Counting sort and radix sort are specialized algorithms for sorting integers. Given n integers within the range [0, k-1], counting sort takes O(n+k) time, which is optimal if k = O(n). Radix sort takes O(n + n* (log k)/(log n)) time, which is optimal if k = O(n^c) for any constant c.
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