form of (startIndex, endIndex) of that number. For example,
find_range({0 2 3 3 3 10 10}, 3) should return (2,4).
find_range({0 2 3 3 3 10 10}, 6) should return (-1,-1).
The array and the number of duplicates can be large.
Click here for the original problem.
Now that I realize when dealing with searching problem, I should try to get an O(log(n)) solution. Yeah, binary search.
public class FindRange { public int[] findBound(int[] num, int target) { if (num == null) throw new NullPointerException("Null array"); int[] bound = {-1, -1}; if (num.length == 0) return bound; findRange(0, num.length - 1, bound, num, target); return bound; } private void findRange(int start, int end, int[] bound, int[] num, int target) { if (start > end) return; int mid = (start + end) / 2; if (num[mid] == target) { if (start == mid || num[mid - 1] != num[mid]) { if (bound[0] == -1 || mid < bound[0]) bound[0] = mid; } else { findRange(start, mid - 1, bound, num, target); } if (end == mid || num[mid + 1] != num[mid]) { if (mid > bound[1]) bound[1] = mid; } else { findRange(mid + 1, end, bound, num, target); } } else if (num[mid] < target) findRange(mid + 1, end, bound, num, target); else findRange(start, mid - 1, bound, num, target); } }
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