牛客 月赛 C

链接: https://www.nowcoder.com/acm/contest/86/C
来源:牛客网

算卦先生来问你,对于每个他给出的 C++ 头文件,请告诉他是否存在。
头文件列表:algorithm, bitset, cctype, cerrno, clocale, cmath, complex, cstdio, cstdlib, cstring, ctime, deque, exception, fstream, functional, limits, list, map, iomanip, ios, iosfwd, iostream, istream, ostream, queue, set, sstream, stack, stdexcept, streambuf, string, utility, vector, cwchar, cwctype

输入描述:


第一行一个正整数 ,表示询问个数。
接下去 行,每行一个仅由小写字母构成的字符串 ,表示一个询问。 

输出描述:

输出共  行,每行一个字符串  表示这个头文件存在,或  表示这个头文件不存在。 

#include<iostream>
#include<cstring>
using namespace std;
char a[][100]={"algorithm","bitset","cctype","cerrno","clocale","cmath"
,"complex","cstdio","cstdlib","cstring","ctime","deque","exception","fstream","functional","limits",
"list","map","iomanip","ios","iosfwd","iostream",
"istream","ostream","queue","set","sstream","stack",
"stdexcept","streambuf","string","utility","vector","cwchar","cwctype"
};

int main()
{
	int t,flag;
	cin>>t;
	char b[100];
	while(t--)
	{
		flag=1;
		cin>>b;
		for(int i=0;i<35;i++)
		{
			if(strcmp(b,a[i])==0) {
				cout<<"Qian"<<endl;
				flag=0;
				break;
			}
		}
		if(flag)
		cout<<"Kun"<<endl;
	}
	return 0;
}


### 关于牛客小白109的信息 目前并未找到关于牛客小白109的具体比信息或题解内容[^5]。然而,可以推测该事可能属于牛客网举办的系列算法竞之一,通常这类比会涉及数据结构、动态规划、图论等经典算法题。 如果要准备类似的事,可以通过分析其他场次的比题目来提升自己的能力。例如,在牛客小白13中,有一道与二叉树相关的题目,其核心在于处理树的操作以及统计最终的结果[^3]。通过研究此类题的解决方法,能够帮助理解如何高效地设计算法并优化时间复杂度。 以下是基于已有经验的一个通用解决方案框架用于应对类似场景下的批量更新操作: ```python class TreeNode: def __init__(self, id): self.id = id self.weight = 0 self.children = [] def build_tree(n): nodes = [TreeNode(i) for i in range(1, n + 1)] for node in nodes: if 2 * node.id <= n: node.children.append(nodes[2 * node.id - 1]) if 2 * node.id + 1 <= n: node.children.append(nodes[2 * node.id]) return nodes[0] def apply_operations(root, operations, m): from collections import defaultdict counts = defaultdict(int) def update_subtree(node, delta): stack = [node] while stack: current = stack.pop() current.weight += delta counts[current.weight] += 1 for child in current.children: stack.append(child) def exclude_subtree(node, total_nodes, delta): nonlocal root stack = [(root, False)] # (current_node, visited) subtree_size = set() while stack: current, visited = stack.pop() if not visited and current != node: stack.append((current, True)) for child in current.children: stack.append((child, False)) elif visited or current == node: if current != node: subtree_size.add(current.id) all_ids = {i for i in range(1, total_nodes + 1)} outside_ids = all_ids.difference(subtree_size.union({node.id})) for idx in outside_ids: nodes[idx].weight += delta counts[nodes[idx].weight] += 1 global nodes nodes = {} queue = [root] while queue: curr = queue.pop(0) nodes[curr.id] = curr for c in curr.children: queue.append(c) for operation in operations: op_type, x = operation.split(' ') x = int(x) target_node = nodes.get(x, None) if not target_node: continue if op_type == '1': update_subtree(target_node, 1) elif op_type == '2' and target_node is not None: exclude_subtree(target_node, n, 1) elif op_type == '3': path_to_root = [] temp = target_node while temp: path_to_root.append(temp) if temp.id % 2 == 0: parent_id = temp.id // 2 else: parent_id = (temp.id - 1) // 2 if parent_id >= 1: temp = nodes[parent_id] else: break for p in path_to_root: p.weight += 1 counts[p.weight] += 1 elif op_type == '4': pass # Implement similarly to other cases. result = [counts[i] for i in range(m + 1)] return result ``` 上述代码片段展示了针对特定类型的树形结构及其操作的一种实现方式。尽管它并非直接对应小白109中的具体题目,但它提供了一个可借鉴的设计思路。 ####
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