題面：

Danganronpa Time Limit: 2000/1000 MS (Java/Others)????Memory Limit: 131072/131072 K (Java/Others)
Total Submission(s): 512????Accepted Submission(s): 284


Problem Description Danganronpa is a video game franchise created and developed by Spike Chunsoft, the series' name is compounded from the Japanese words for "bullet" (dangan) and "refutation" (ronpa).

Now, Stilwell is playing this game. There are n verbal evidences, and Stilwell has m "bullets". Stilwell will use these bullets to shoot every verbal evidence.

Verbal evidences will be described as some strings Ai, and bullets are some strings Bj. The damage to verbal evidence Ai from the bullet Bj is f(Ai,Bj).
f(A,B)=∑i=1|A|?|B|+1[?A[i...i+|B|?1]=B?] In other words, f(A,B) is equal to the times that string B appears as a substring in string A.
For example: f(ababa,ab)=2, f(ccccc,cc)=4

Stilwell wants to calculate the total damage of each verbal evidence Ai after shooting all m bullets Bj, in other words is ∑mj=1f(Ai,Bj). ?
Input The first line of the input contains a single number T, the number of test cases.
For each test case, the first line contains two integers n, m.
Next n lines, each line contains a string Ai, describing a verbal evidence.
Next m lines, each line contains a string Bj, describing a bullet.

T≤10
For each test case, n,m≤105, 1≤|Ai|,|Bj|≤104, ∑|Ai|≤105, ∑|Bj|≤105
For all test case, ∑|Ai|≤6?105, ∑|Bj|≤6?105, Ai and Bj consist of only lowercase English letters ?
Output For each test case, output n lines, each line contains a integer describing the total damage of Ai from all m bullets, ∑mj=1f(Ai,Bj). ?
Sample Input

1 5 6 orz sto kirigiri danganronpa ooooo o kyouko dangan ronpa ooooo ooooo ?
Sample Output

1 1 0 3 7 ?
Author SXYZ ?
Source 2015 Multi-University Training Contest 8

解題：

??? 比賽的時候，看到那么多人過了，也想著套套AC自動機，但不會就是不會呀。沒有基礎(chǔ)，賽后搜題解發(fā)現(xiàn)有人用字典樹過了，就學習一下。雖然感覺復(fù)雜度上可能會超，但學習一下字典樹也是不錯的嘛！字典樹的查詢和構(gòu)建是唯一的難點。因為剛接觸還是不是很會，就參考了這篇博客的做法。

??? 其實就是先將所有的B構(gòu)建成一顆字典樹，然后枚舉每個A，從A的不同起始位置開始去匹配B，查詢函數(shù)可以這樣理解。當用A的一部分移動到B的字典樹的某一節(jié)點時，說明當前往上的節(jié)點都已經(jīng)匹配成功了，那么也就是A中包含由B的根節(jié)點到當前節(jié)點形成的路徑，那么加上該節(jié)點對應(yīng)的數(shù)量即可，一旦匹配失敗，那么再往下也不可能了，直接返回此時的數(shù)量就好了。

代碼：

#include#include#includeusing?namespace?std;
struct?Trie
{
	//存儲的節(jié)點
	int?ch[100010][26];
	//val存儲的是節(jié)點權(quán)值，sz是節(jié)點數(shù)量
	int?val[100010],sz;
	//初始化
	void?init()
	{
		sz=1;
		memset(ch[0],0,sizeof(ch[0]));
	}
	//插入一條新的單詞記錄
	void?insert(char?*s)
	{
		int?u=0,len=strlen(s);
		for(int?i=0;i<len;i++)
		{
			int?c=(s[i]-'a');
			//如果該節(jié)點還不存在，創(chuàng)建該節(jié)點
			if(!ch[u][c])
			{
				memset(ch[sz],0,sizeof(ch[sz]));
				val[sz]=0;
				//為該節(jié)點分配編號
				ch[u][c]=sz++;
			}
			//向下移
			u=ch[u][c];
		}
		val[u]++;
	}
	//查詢該記錄
	int?query(char?*s)
	{
		int?len=strlen(s),u=0,c,res=0;
		for(int?i=0;i<len;i++)
		{
		???c=s[i]-'a';
		???if(ch[u][c])
		???{
			???//其實因為a的查詢是以a的起始位置不斷后移的
			???//這是從a往后不同長度匹配b
			???u=ch[u][c];
			???res+=val[u];
		???}
		???else?
			???return?res;
		}
		return?res;
	}
};
Trie?T;
char?a[100005][10010];
char?ss[10010];
int?main()
{
????int?n,m,t,len,ans;
	scanf("%d",&t);
	while(t--)
	{
		scanf("%d%d",&n,&m);
		//初始化
		T.init();
		//先將a讀入并存下來
????????for(int?i=0;i<n;i++)
		{
			getchar();
			scanf("%s",a[i]);
		}
		//用b構(gòu)建字典樹
		for(int?i=0;i<m;i++)
		{
			getchar();
			scanf("%s",ss);
			T.insert(ss);
		}
		//以a的不同起始位置取查詢結(jié)果
		for(int?i=0;i<n;i++)
		{
			len=strlen(a[i]);
			ans=0;
			for(int?j=0;j<len;j++)
			{
???????????????ans+=T.query(a[i]+j);
			}
			printf("%dn",ans);
		}
	}
	return?0;
}