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Suppose we are given an array of n integers: a1,a2,...,an . An inversion is a pair i < j such that a i > a

  1. Suppose we are given an array of n integers: a1,a2,...,an .

    An inversion is a pair i < j such that ai > aj. Counting inversions is a good measure of sortedness of the array. However, one might feel that this measure is too sensitive. Let us call a pair a significant inversion if i < j and ai > 2aj. Give an O(nlogn) divide and conquer algorithm for counting the number of significant inversions.

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