• Codeforces 219D Choosing Capital for Treeland


    题意:一条有向树,选择一个节点为根的话需要把朝向它的所有边都反转 ,问你最少需要反转几条边,选择那几个为根。

    解题思路:树形DP,先统计从下而上,然后再自上而下。

    解题代码:

     1 // File Name: 219d.cpp
     2 // Author: darkdream
     3 // Created Time: 2015年03月10日 星期二 19时26分38秒
     4 
     5 #include<vector>
     6 #include<list>
     7 #include<map>
     8 #include<set>
     9 #include<deque>
    10 #include<stack>
    11 #include<bitset>
    12 #include<algorithm>
    13 #include<functional>
    14 #include<numeric>
    15 #include<utility>
    16 #include<sstream>
    17 #include<iostream>
    18 #include<iomanip>
    19 #include<cstdio>
    20 #include<cmath>
    21 #include<cstdlib>
    22 #include<cstring>
    23 #include<ctime>
    24 #define LL long long
    25 #define maxn 200006
    26 using namespace std;
    27 map <int,int> mp[maxn];
    28 vector<int>  dmp[maxn]; 
    29 int n ;
    30 int dpx[maxn];
    31 int dfs(int k ,int la )
    32 {
    33    for(int i = 0 ;i < dmp[k].size();i ++)
    34    {
    35         if(dmp[k][i] == la)
    36              continue;
    37         if(mp[k][dmp[k][i]] == 0)
    38             dpx[k] ++ ;
    39         dpx[k] += dfs(dmp[k][i],k);
    40    }
    41    return dpx[k];
    42 
    43 }
    44 void dfs2(int k ,int s,int la)
    45 {
    46    dpx[k] += s; 
    47    for(int i = 0 ;i < dmp[k].size() ;i ++)
    48     {
    49          if(dmp[k][i] == la)
    50              continue;
    51          int tmp = dpx[k] - dpx[dmp[k][i]];
    52          if(mp[k][dmp[k][i]] == 1)
    53              tmp ++ ;
    54          else tmp -- ;
    55          dfs2(dmp[k][i],tmp,k) ;
    56     }
    57 }
    58 int main(){
    59      scanf("%d",&n);
    60      memset(dpx,0,sizeof(dpx));
    61      for(int i = 1 ;i < n;i ++)
    62      {
    63          int ta, tb; 
    64          scanf("%d %d",&ta,&tb);
    65          dmp[ta].push_back(tb);
    66          dmp[tb].push_back(ta);
    67          mp[ta][tb] = 1; 
    68      }
    69      dfs(1,0);
    70      dfs2(1,0,0);
    71      int mi = 1e9 ; 
    72      for(int i = 1;i <= n;i ++)
    73      {
    74         mi = min(mi,dpx[i]);
    75         //printf("%d ",dpx[i]);
    76      }
    77      printf("%d
    ",mi);
    78      for(int i = 1;i <= n;i ++)
    79          if(dpx[i] == mi)
    80              printf("%d ",i);
    81 return 0;
    82 }
    View Code
    没有梦想,何谈远方
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  • 原文地址:https://www.cnblogs.com/zyue/p/4328302.html
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