Question: Please answer the following question in java and explain as much as possible, thanks specify the additional information you need, if any? 2.3.22 Fast 3-way

Please answer the following question in java and explain as much as possible, thanks

specify the additional information you need, if any?

Please answer the following question in java and explain as much as

2.3.22 Fast 3-way partitioning. (J. Bentley and D. McIlroy) Implement an entropy- optimal sort based on keeping item's with equal keys at both the left and right ends of the subarray. Maintain indices p and q such that before V a[lo..p-1) and a[q+1..hi] are all equal to a[10], an index i such that a[p..i-1] are all less than a[lo], during =V V and an index j such that a[j+1..q) are all greater than a[lo]. Add to the inner partitioning loop code to swap a[i] with a[p] (and increment p) if it is equal to v and after to swap a[j] with a[q] (and decrement q) if it is equal to v before the usual comparisons of a[i] and a[j] with v. After the partitioning loop has terminated, add Bentley-Mcllroy 3-way partitioning code to swap the items with equal keys into position. Note: This code complements the code given in the text, in the sense that it does extra swaps for keys equal to the partitioning item's key, while the code in the text does extra swaps for keys that are not equal to the partitioning item's key. 2.3.22 Fast 3-way partitioning. (J. Bentley and D. McIlroy) Implement an entropy- optimal sort based on keeping item's with equal keys at both the left and right ends of the subarray. Maintain indices p and q such that before V a[lo..p-1) and a[q+1..hi] are all equal to a[10], an index i such that a[p..i-1] are all less than a[lo], during =V V and an index j such that a[j+1..q) are all greater than a[lo]. Add to the inner partitioning loop code to swap a[i] with a[p] (and increment p) if it is equal to v and after to swap a[j] with a[q] (and decrement q) if it is equal to v before the usual comparisons of a[i] and a[j] with v. After the partitioning loop has terminated, add Bentley-Mcllroy 3-way partitioning code to swap the items with equal keys into position. Note: This code complements the code given in the text, in the sense that it does extra swaps for keys equal to the partitioning item's key, while the code in the text does extra swaps for keys that are not equal to the partitioning item's key

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