Given n processes, each process has a unique PID (process id) and its PPID (parent process id).html
Each process only has one parent process, but may have one or more children processes. This is just like a tree structure. Only one process has PPID that is 0, which means this process has no parent process. All the PIDs will be distinct positive integers.数组
We use two list of integers to represent a list of processes, where the first list contains PID for each process and the second list contains the corresponding PPID.函数
Now given the two lists, and a PID representing a process you want to kill, return a list of PIDs of processes that will be killed in the end. You should assume that when a process is killed, all its children processes will be killed. No order is required for the final answer.post
Example 1:ui
Input: pid = [1, 3, 10, 5] ppid = [3, 0, 5, 3] kill = 5 Output: [5,10] Explanation: 3 / \ 1 5 / 10 Kill 5 will also kill 10.
Note:this
这道题让咱们结束进程,一直不想翻译程杀死进程,感受进程很可怜的样子,还要被杀死。题目给了咱们两个数组,一个是进程的数组,还有一个是进程数组中的每一个进程的父进程组成的数组。题目中说结束了某一个进程,其全部的子进程都须要结束,因为一个进程可能有多个子进程,因此咱们首先要理清父子进程的关系。因此咱们使用一个哈希表,创建进程和其全部子进程之间的映射,而后咱们首先把要结束的进程放入一个队列queue中,而后while循环,每次取出一个进程,将其加入结果res中,而后遍历其全部子进程,将全部子进程都排入队列中,这样咱们就能结束全部相关的进程,参见代码以下:url
解法一:spa
class Solution { public: vector<int> killProcess(vector<int>& pid, vector<int>& ppid, int kill) { vector<int> res; queue<int> q{{kill}}; unordered_map<int, vector<int>> m; for (int i = 0; i < pid.size(); ++i) { m[ppid[i]].push_back(pid[i]); } while (!q.empty()) { int t = q.front(); q.pop(); res.push_back(t); for (int p : m[t]) { q.push(p); } } return res; } };
咱们也能够使用递归的写法,思路都同样,只不过用递归函数来代替队列,参见代码以下:翻译
解法二:code
class Solution { public: vector<int> killProcess(vector<int>& pid, vector<int>& ppid, int kill) { vector<int> res; unordered_map<int, vector<int>> m; for (int i = 0; i < pid.size(); ++i) { m[ppid[i]].push_back(pid[i]); } helper(kill, m, res); return res; } void helper(int kill, unordered_map<int, vector<int>>& m, vector<int>& res) { res.push_back(kill); for (int p : m[kill]) { helper(p, m, res); } } };
参考资料:
https://discuss.leetcode.com/topic/89293/c-clean-code-2-solution-dfs-bfs