Description
Ural University has a staff of N and is numbered 1~n. They have affiliation, which means that their relationship is like a tree rooted in the headmaster, and the parent node is the direct boss of the child node. Each employee has a happiness index. There is now an anniversary party, which asks the staff to have the most happiness index. However, no staff is willing to attend with the direct boss.
Input
The first line is an integer n. (1<=n<=6000)
Next n lines, line i+1 represents the happiness index RI for staff i. ( -128<=ri<=127)
Next N-1 line, enter a pair of integer l, K for each line. Indicates that K is the direct boss of L.
Last line input 0, 0.
Output
Output the maximum happiness index.
Sample Input
7
1
1
1
1
1
1
1
1 3
2 3
6 4
7 4
4 5
3 5
0 0
Sample Output
5
HINT
Each test point 1s
#include <iostream>using namespacestd;intl[6010]={0};//determine the root nodeintv[6010]={0};intfc[6010];intf[6010][2];structpoitype{intNext,ch;} poi[6010]; intCur=0, N,CH,FA;//cur is the total number of edgesvoidInsertintChintFa//Insert an edge{ ++cur; poi[cur].ch=ch;//number of the sonPOI[CUR].NEXT=FC[FA];//if FC[FA] has a value, FA appears two times, that is, CH has brothers, so next is the brother of CHfc[fa]=cur;}voiddpintX//0 indicates no participation, 1 indicates participation{f[x][0]=0; f[x][1]=V[x]; for(inti=fc[x];i!=0; i=Poi[i].next) { intNe=poi[i].ch; DP (NE); f[x][1]+=f[ne][0];//subordinates are not involved .f[x][0]=f[x][0]+max (f[ne][1],f[ne][0]); }}intMain () {CIN>>N; for(intI=1; i<=n;i++) cin>>V[i]; while(Cin>>ch>>fa &&ch) {L[ch]++; Insert (CH,FA); } for(intI=1; i<=n;i++) { if(l[i]==0) {DP (i); cout<<max (f[i][0],f[i][1]); Break; } } return 0;}
"CODEVS1380" has no boss's prom.