代码具体实现如下:
package com.zuoyan.algorithm; public class FindMinMax { //Main函数进行测试 public static void main(String[] args) { int[] a=new int[]{1,10,2,19,365,-2,100,28}; MinMax minMax = getMinMax(a, 0,a.length-1); System.out.println("最小值:"+minMax.getMin()); System.out.println("最大值:"+minMax.getMax()); } public static MinMax getMinMax(int [] array,int start,int end){ //分治的终止条件 如果 两个坐标相邻 或者是同一个坐标,返回最小的值和最大的值 if(end-start<=1){ if(array[start]>array[end]){ return new MinMax(array[end],array[start]); }else { return new MinMax(array[start], array[end]); } } else{ //如果开始下标和终止下标没有到达终止下标,求出中间坐标 int mid = (start+end)/2; MinMax left = getMinMax(array, start, mid); MinMax right = getMinMax(array, mid+1, end); int max = 0,min = 0; min = left.getMin()<right.getMin()?left.getMin():right.getMin(); max = left.getMax()>right.getMax()?left.getMax():right.getMax(); //返回查找的最大最小 return new MinMax(min, max); } } } class MinMax { private int max; private int min; public MinMax(int min, int max) { super(); this.max = max; this.min = min; } public int getMax() { return max; } public void setMax(int max) { this.max = max; } public int getMin() { return min; } public void setMin(int min) { this.min = min; } }
原文:https://www.cnblogs.com/kangxinxin/p/10645808.html