[LeetCode] Maximum Product Subarray
来源:互联网 发布:国家实行网络什么战略 编辑:程序博客网 时间:2024/06/08 13:26
Find the contiguous subarray within an array (containing at least one number) which has the largest product.
For example, given the array [2,3,-2,4]
,
the contiguous subarray [2,3]
has the largest product = 6
.
代码很短,但其实逻辑还是有点绕额:
public class Solution {//注意 因为有0的情况 随意分正负讨论是很复杂的 //状态转换方程如下: //max[i]=Math.max(Math.max(min[i-1]*a[i],max[i-1]*a[i]),a[i]);//min[i]=Math.min(Math.min(min[i-1]*a[i],max[i-1]*a[i]),a[i]); public int maxProduct(int[] a) {if(a.length==0) return 0;int[] max=new int[a.length];int[] min=new int[a.length];int re=max[0]=min[0]=a[0];for(int i=1;i<a.length;i++){max[i]=Math.max(Math.max(min[i-1]*a[i],max[i-1]*a[i]),a[i]);min[i]=Math.min(Math.min(min[i-1]*a[i],max[i-1]*a[i]),a[i]);re=Math.max(re,max[i]);}return re;}}
阅读全文
1 0
- Maximum Product Subarray 【LeetCode】
- [LeetCode] Maximum Product Subarray
- leetcode-Maximum Product Subarray
- Maximum Product Subarray -- LeetCode
- LeetCode-Maximum Product Subarray
- [LeetCode]Maximum Product Subarray
- [LeetCode]Maximum Product Subarray
- 【LeetCode】Maximum Product Subarray
- leetcode:Maximum Product Subarray
- leetcode: Maximum Product Subarray
- Leetcode: Maximum Product Subarray
- [LeetCode]Maximum Product Subarray
- Leetcode Maximum Product Subarray
- [Leetcode]Maximum Product Subarray
- Leetcode--Maximum Product Subarray
- Maximum Product Subarray [leetcode]
- LeetCode | Maximum Product Subarray
- LeetCode-Maximum Product Subarray
- Html标签元素的分类
- 第二章 linux常用命令
- 工厂方法模式
- 【QT】使用QPainter类drawImage函数绘制透明图片的问题
- 限制input输入类型
- [LeetCode] Maximum Product Subarray
- 数组和字符串的方法
- 每周推荐 v2017.6.2
- HDOJ 1815 Building roads(2-sat简介)
- 最大子数组问题
- java虚拟机---内存区域
- SQLite怎么统计一个数据库中有多少张表,视图或者触发器 .
- Java基础--类的访问权限
- 博客开通