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You are given an integer array A of size n. You know in advance that O(n) elements of A can be larger than 2021n55n, and
You are given an integer array A of size n. You know in advance that O(n) elements of A can be larger than 2021n55n, and the remaining elements of A are in the range [1;2021n55n]. It turns out that, in this case, A can be sorted in O(n) time in the worst case! Please provide such an algorithm. Prove that your sorting algorithm is correct and prove its running time. Hint: a part of your algorithm should use radix sort
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