Orange Boy Can You Solve It Out? Ep.13
思考题 on trees again
Tree
You are given a weighted undirected tree T of N nodes. Each edge i has a weight W_i.
Assume that the edges you need to travel from node i to j is
E_1,E_2,E_3...E_k then we define $c_{i,j}=(-1)^k \times \sum {i=0}^kW{E_i}For each node i, print\sum_{j=0}^nc_{j,i}$
Example
Tree={
1->2,2
1->3,3
2->4,1
2->5,4
}
Answer:
-4 2 13 -1 2
Explain:
For node 1,0+2+3-6-3=-4
For node 2,2+0-5+1+4=2
For node 3,3-5+0+6+9=13
For node 4,-3+1+6+0-5=-1
For node 5,-6+4+9-5+0=2
Constriants
Subtask 1(10%):N<=1000
Subtask 2(90%):N\leq10^5
Orange Boy?
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作者:XGN
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