61 - 搜索区间

2017.9.25

这个题我真的是醉了。刚开始用二分查找做的,然后超时了。

后来就那么顺序遍历,居然就过了。。。。。

不知道这个题想要考察什么东西。

public class Solution {
    /*
     * @param A: an integer sorted array
     * @param target: an integer to be inserted
     * @return: a list of length 2, [index1, index2]
     */
 	public int[] searchRange(int[] A, int target) {
		int []res = {-1,-1};
		int length = A.length;
		if(length < 1){
			return res;
		}
		int i = 0;
		for(i = 0; i < length; i++){
			if(A[i] == target){
				res[0] = i;
				break;
			}
		}
		if(res[0] == -1){
			return res;
		}
		res[1] = i;
		for(i = i+1; i < length; i++){
			if(A[i] != target){
				
				break;
			}
		}
		res[1] = i-1;
		return res;
	}
}


把代码里的Point类换成ShotPoint,因为和awt里的point重了,另外这个方法选点不是很准,最外环可以选更靠外的点,然而选了贴近内环的点,如下是跑的结果,{-159,-102} {-159,-61} {-159,-20} {-159,21} {-159,62} {-130,-143} {-130,-102} {-130,-61} {-130,-20} {-130,21} {-130,62} {-130,103} {-101,-143} {-101,-102} {-101,-61} {-101,-20} {-101,21} {-101,62} {-101,103} {-72,-184} {-72,-143} {-72,-102} {-72,-61} {-72,-20} {-72,21} {-72,62} {-72,103} {-43,-184} {-43,-143} {-43,-102} {-43,-61} {-43,-20} {-43,21} {-43,62} {-43,103} {-43,144} {-14,-184} {-14,-143} {-14,-102} {-14,-61} {-14,-20} {-14,21} {-14,62} {-14,103} {-14,144} {15,-184} {15,-143} {15,-102} {15,-61} {15,-20} {15,21} {15,62} {15,103} {15,144} {44,-184} {44,-143} {44,-102} {44,-61} {44,-20} {44,21} {44,62} {44,103} {73,-143} {73,-102} {73,-61} {73,-20} {73,21} {73,62} {73,103} {102,-143} {102,-102} {102,-61} {102,-20} {102,21} {102,62} {102,103} {131,-102} {131,-61} {131,-20} {131,21} {131,62} {-159,-102} {-159,-61} {-159,-20} {-159,21} {-159,62} {-130,-143} {-130,-102} {-130,-61} {-130,-20} {-130,21} {-130,62} {-130,103} {-101,-143} {-101,-102} {-101,-61} {-101,-20} {-101,21} {-101,62} {-101,103} {-72,-184} {-72,-143} {-72,-102} {-72,-61} {-72,-20} {-72,21} {-72,62} {-72,103} {-43,-184} {-43,-143} {-43,-102} {-43,-61} {-43,-20} {-43,21} {-43,62} {-43,103} {-43,144} {-14,-184} {-14,-143} {-14,-102} {-14,-61} {-14,-20} {-14,21} {-14,62} {-14,103} {-14,144} {15,-184} {15,-143} {15,-102} {15,-61} {15,-20} {15,21} {15,62} {15,103} {15,144} {44,-184} {44,-143} {44,-102} {44,-61} {44,-20} {44,21} {44,62} {44,103} {73,-143} {73,-102} {73,-61} {73,-20} {73,21} {73,62} {73,103} {102,-143} {102,-102} {102,-61} {102,-20} {102,21} {102,62} {102,103} {131,-102} {131,-61} {131,-20} {131,21} {131,62} 下面是选出来的点 {-14,-20} {44,62} {-43,62} {-72,-61} {44,-61} {73,62} {-72,62} {-72,-102} {73,-61}
10-09
数据驱动的两阶段分布鲁棒(1-范数和∞-范数约束)的电热综合能源系统研究(Matlab代码实现)内容概要:本文围绕“数据驱动的两阶段分布鲁棒(1-范数和∞-范数约束)的电热综合能源系统研究”展开,提出了一种结合数据驱动与分布鲁棒优化方法的建模框架,用于解决电热综合能源系统在不确定性环境下的优化调度问题。研究采用两阶段优化结构,第一阶段进行预决策,第二阶段根据实际场景进行调整,通过引入1-范数和∞-范数约束来构建不确定集,有效刻画风电、负荷等不确定性变量的波动特性,提升模型的鲁棒性和实用性。文中提供了完整的Matlab代码实现,便于读者复现和验证算法性能,并结合具体案例分析了不同约束条件下系统运行的经济性与可靠性。; 适合人群:具备一定电力系统、优化理论和Matlab编程基础的研究生、科研人员及工程技术人员,尤其适合从事综合能源系统、鲁棒优化、不确定性建模等相关领域研究的专业人士。; 使用场景及目标:①掌握数据驱动的分布鲁棒优化方法在综合能源系统中的应用;②理解1-范数和∞-范数在构建不确定集中的作用与差异;③学习两阶段鲁棒优化模型的建模思路与Matlab实现技巧,用于科研复现、论文写作或工程项目建模。; 阅读建议:建议读者结合提供的Matlab代码逐段理解算法实现细节,重点关注不确定集构建、两阶段模型结构设计及求解器调用方式,同时可尝试更换数据或调整约束参数以加深对模型鲁棒性的理解。
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