动态规划(树形DP):HDU 5834 Magic boy Bi Luo with his excited tree
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" alt="" />
非常难想的树形DP。
#include <iostream>
#include <cstring>
#include <cstdio>
using namespace std;
const int N=;
int cnt,fir[N],nxt[N*],to[N*],val[N*];
int n,w[N],ans[N],fa[N],f1[N][],f2[N][];
void addedge(int a,int b,int v){
nxt[++cnt]=fir[a];to[fir[a]=cnt]=b;val[cnt]=v;
nxt[++cnt]=fir[b];to[fir[b]=cnt]=a;val[cnt]=v;
} void DFS(int x){int ret=;
f1[x][]=f1[x][]=w[x];
for(int i=fir[x];i;i=nxt[i])
if(to[i]!=fa[x]){
fa[to[i]]=x;DFS(to[i]);
f1[to[i]][]=max(f1[to[i]][]-val[i],);
f1[to[i]][]=max(f1[to[i]][]-val[i]*,);
ret=max(ret,f1[to[i]][]-f1[to[i]][]);
f1[x][]+=f1[to[i]][];
}
f1[x][]=f1[x][]+ret;
} void DP(int x){
int ret=w[x],v1=,v2=,p=;
if(fa[x]){
ret+=f2[x][];
int tmp=f2[x][]-f2[x][];
if(tmp>v1)v2=v1,v1=tmp;
else if(tmp>v2)v2=tmp;
}
for(int i=fir[x];i;i=nxt[i])
if(to[i]!=fa[x]){
ret+=f1[to[i]][];
int tmp=f1[to[i]][]-f1[to[i]][];
if(tmp>v1)v2=v1,v1=tmp,p=to[i];
else if(tmp>v2)v2=tmp;
}
ans[x]=ret+v1;
for(int i=fir[x];i;i=nxt[i])
if(to[i]!=fa[x]){
f2[to[i]][]=ret-f1[to[i]][]-val[i]*;
if(to[i]!=p)f2[to[i]][]=f2[to[i]][]+v1+val[i];
else f2[to[i]][]=f2[to[i]][]+v2+val[i];
f2[to[i]][]=max(f2[to[i]][],);
f2[to[i]][]=max(f2[to[i]][],);
DP(to[i]);
}
} void Init(){
memset(fir,,sizeof(fir));
memset(f1,,sizeof(f1));
memset(f2,,sizeof(f2));
memset(fa,,sizeof(fa));
cnt=;
} int T,cas;
int main(){
scanf("%d",&T);
while(T--){
Init();
scanf("%d",&n);
for(int i=;i<=n;i++)scanf("%d",&w[i]);
for(int i=,a,b,v;i<n;i++){
scanf("%d%d%d",&a,&b,&v);
addedge(a,b,v);
}
DFS();DP();
printf("Case #%d:\n",++cas);
for(int i=;i<=n;i++)
printf("%d\n",ans[i]);
}
return ;
}
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