Submission #1074626

#TimeUsernameProblemLanguageResultExecution timeMemory
1074626MalixFriend (IOI14_friend)C++14
8 / 100
147 ms65536 KiB
#include "friend.h" #include <bits/stdc++.h> using namespace std; #define REP(a,b,c) for(int a=b;a<c;a++) #define F first #define S second #define PB push_back typedef long long ll; typedef vector<u_int16_t> vi; typedef vector<vi> vii; typedef pair<int,int> pi; vii a; u_int16_t dp[1010][2]; int n; vi prt,hst,c,p; vi val; set<u_int16_t> s1,s2; int brute(int confidence[]){ u_int16_t m=pow(2,n); u_int16_t ans=0; REP(i,0,n)sort(a[i].begin(),a[i].end()); REP(i,1,m){ u_int16_t k=0; set<int> st; REP(j,0,n){ if(i&(1<<j))st.insert(j); } bool flag=1; for(auto u:st){ for(auto v:a[u]){ if(st.count(v)!=0)flag=0; } } for(auto u:st)k+=confidence[u]; if(flag)ans=max(ans,k); } return ans; } void solve(int x){ u_int16_t mx=0,mx2=0; for(auto u:a[x])if(p[x]!=u){ p[u]=x; solve(u); mx+=max(dp[u][0],dp[u][1]); mx2+=dp[u][0]; } dp[x][1]+=mx2; dp[x][0]+=mx; } void calc(int x){ int mx1=0,mx2=0; s1.clear();s2.clear(); for(auto u:a[x])if(p[x]!=u){ p[u]=x; calc(u); for(auto v:a[u])if(v!=x)s1.insert(v); } for(auto u:s1)for(auto v:a[u])if(p[u]!=v)s2.insert(v); for(auto u:s1)mx1+=val[u]; for(auto u:s2)mx2+=val[u]; val[x]+=max(mx1,mx2); } // Find out best sample int findSample(int N,int confidence[],int host[],int protocol[]){ n=N; prt.resize(n);hst.resize(n);c.resize(n); REP(i,1,n)hst[i]=host[i]; REP(i,1,n)prt[i]=protocol[i]; REP(i,0,n)c[i]=confidence[i]; bool flag=1,flag2=1,flag3=1; REP(i,1,n)if(prt[i]!=2)flag=0; REP(i,1,n)if(prt[i]!=1)flag2=0; REP(i,1,n)if(prt[i]!=0)flag3=0; if(flag)return *max_element(confidence,confidence+n); int sm=0; REP(i,0,n)sm+=c[i]; if(flag2)return sm; a.resize(n); REP(i,1,n){ int pos=host[i]; if(protocol[i]==0||protocol[i]==2){ a[pos].PB(i); a[i].PB(pos); } if(protocol[i]==1||protocol[i]==2){ for(auto u:a[pos])if(u!=i){ a[u].PB(i); a[i].PB(u); } } } if(n<=10)return brute(confidence); if(flag3){ p.resize(n,-1); REP(i,0,n)dp[i][1]=c[i]; REP(i,0,n)dp[i][0]=0; solve(0); return max(dp[0][0],dp[0][1]); } p.resize(n,-1);val.resize(n,0); REP(i,0,n)val[i]+=c[i]; calc(0);//do dfs and find return *max_element(val.begin(),val.end()); }
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