标签:style blog http color os io 使用 ar for
KMP算法使用前缀函数来模拟有限自动机的后缀函数,前缀函数通过计算模式与其自身的偏移匹配的信息,本身的证明很复杂,关键在于弄懂其核心思想,下面就不赘述了,仅仅贴出代码:
1 #include <iostream> 2 #include <string> 3 using namespace std; 4 5 int const MAX_N = 1000; 6 int pi[MAX_N]; 7 8 void COMPUTE_PREFIX_FUNCTION(string& P) 9 { 10 int m = P.length() - 1; 11 pi[1] = 0; 12 int k = 0; 13 for(int q = 2; q <= m; q++) 14 { 15 while(k > 0 && P[k + 1] != P[q]) 16 k = pi[k]; 17 if(P[k + 1] == P[q]) 18 k++; 19 pi[q] = k; 20 } 21 } 22 23 void KMP_MATCHER(string& T, string& P) 24 { 25 int n = T.length() - 1; 26 int m = P.length() - 1; 27 int q = 0; 28 for(int i = 1; i <= n; i++) 29 { 30 while(q > 0 && P[q + 1] != T[i]) 31 q = pi[q]; 32 if(P[q + 1] == T[i]) 33 q++; 34 if(q == m) 35 { 36 cout<<"Pattern occurs with shift "<<i - m<<endl; 37 q = pi[q]; 38 } 39 } 40 } 41 42 int main() 43 { 44 //为了和书上保持一致,这里在字符串前面添加了一个空格,使得真正有效的字符串的起始下标为1 45 string T = " abababacaba"; 46 string P = " ababaca"; 47 COMPUTE_PREFIX_FUNCTION(P); 48 KMP_MATCHER(T,P); 49 return 0; 50 }
标签:style blog http color os io 使用 ar for
原文地址:http://www.cnblogs.com/wwblog/p/3956223.html