uva 10305 ordering tasks(超级烂题)——yhx

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alt="" width="886" height="351" />

 #include<cstdio>
#include<cstring>
#include<stack>
using namespace std;
int first[],next[],to[],n;
bool b[];
stack<int> sta;
void dfs(int p)
{
int i,j,k,x,y,z;
for (i=first[p];i;i=next[i])
if (!b[to[i]]) dfs(to[i]);
b[p]=;
sta.push(p);
}
void st()
{
int i,j,k,p,q,x,y,z;
memset(b,,sizeof(b));
for (i=;i<=n;i++)
if (!b[i]) dfs(i);
}
int main()
{
int m,i,j,k,x,y;
while (scanf("%d%d",&n,&m)&&(n||m))
{
memset(first,,sizeof(first));
memset(next,,sizeof(next));
memset(to,,sizeof(to));
for (i=;i<=m;i++)
{
scanf("%d%d",&x,&y);
next[i]=first[x];
first[x]=i;
to[i]=y;
}
st();
printf("%d",sta.top());
sta.pop();
while (!sta.empty())
{
printf(" %d",sta.top());
sta.pop();
}
printf("\n");
} }

拓扑排序,在每个没有访问过的点DFS。之后入栈。

为什么说是个烂题呢?题上没有说m的范围,所以m=0的时候不代表输入结束,不能写while (scanf()&&n&&m)。

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