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You have to sort a sequence of N elements. The N elements have N/K subsequences of size K each. The subsequences have the following property: All elements of a subsequence are less than those of the preceding one and greater than those of the following subsequence. Example: A sequence of 6 elements with K = 2 is 6; 10; 11; 26; 17). The subsequences here are (7; 6); 110; 11) and (26; 17): Note that all elements of (7; 6) are less than those of (10; 11) and so on. You know the value of k. Propose an O(NlogK) wort-case algorithm to sort the entire sequence.
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