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| 1 | + //https://leetcode.com/problems/find-median-from-data-stream/ | ||
| 2 | + public class MedianFinder { | ||
| 3 | + | ||
| 4 | + private Queue<Integer> maxHeap; | ||
| 5 | + private Queue<Integer> minHeap; | ||
| 6 | + | ||
| 7 | + | ||
| 8 | + public MedianFinder() { | ||
| 9 | + maxHeap = new PriorityQueue<Integer>(11,Collections.reverseOrder()); | ||
| 10 | + minHeap = new PriorityQueue<Integer>(); | ||
| 11 | + } | ||
| 12 | + | ||
| 13 | + | ||
| 14 | + public void addNum(int num) { | ||
| 15 | + if(maxHeap.size()==0 || maxHeap.peek()>=num) { | ||
| 16 | + maxHeap.offer(num); | ||
| 17 | + if(maxHeap.size()-1 > minHeap.size()) { | ||
| 18 | + minHeap.offer(maxHeap.poll()); | ||
| 19 | + } | ||
| 20 | + } | ||
| 21 | + else if(minHeap.size()==0 || minHeap.peek() < num) { | ||
| 22 | + minHeap.offer(num); | ||
| 23 | + if(minHeap.size() > maxHeap.size()) { | ||
| 24 | + maxHeap.offer(minHeap.poll()); | ||
| 25 | + } | ||
| 26 | + } | ||
| 27 | + else { | ||
| 28 | + if(maxHeap.size() <= minHeap.size()) { | ||
| 29 | + maxHeap.offer(num); | ||
| 30 | + } | ||
| 31 | + else { | ||
| 32 | + minHeap.offer(num); | ||
| 33 | + } | ||
| 34 | + } | ||
| 35 | + | ||
| 36 | + | ||
| 37 | + } | ||
| 38 | + | ||
| 39 | + | ||
| 40 | + | ||
| 41 | + public double findMedian() { | ||
| 42 | + if(maxHeap.size() == minHeap.size()) { | ||
| 43 | + return (double)(maxHeap.peek() + minHeap.peek()) / 2.0; | ||
| 44 | + } | ||
| 45 | + else { | ||
| 46 | + return (double)maxHeap.peek(); | ||
| 47 | + } | ||
| 48 | + } | ||
| 49 | + | ||
| 50 | + | ||
| 51 | + public static void main(String[] args) { | ||
| 52 | + MedianFinder m = new MedianFinder(); | ||
| 53 | + m.addNum(1); | ||
| 54 | + System.out.println(m.findMedian()); | ||
| 55 | + } | ||
| 56 | + | ||
| 57 | + } | ||
| 58 | + | ||
| 59 | + // Your MedianFinder object will be instantiated and called as such: | ||
| 60 | + // MedianFinder mf = new MedianFinder(); | ||
| 61 | + // mf.addNum(1); | ||
| 62 | + // mf.findMedian(); | ||
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