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Algorithm
Example
Output
Home Backend Development C++ C program of Rabin-Karp algorithm for pattern search

C program of Rabin-Karp algorithm for pattern search

Sep 17, 2023 am 09:01 AM
c program pattern search rabin-karp algorithm

C program of Rabin-Karp algorithm for pattern search

Pattern Matching in C- We have to find if a string exists in another string, for example, the string "algorithm" exists in the string in "naive algorithm". If it is found, then its location (i.e. where it is located) is displayed. We tend to create a function that takes an array of 2 characters and returns the position if there is a match Otherwise, -1 is returned.

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Input: txt = "HERE IS A NICE CAP"

   pattern = "NICE"

Output: Pattern found at index 10

Input: txt = "XYZXACAADXYZXYZX"

   pattern = "XYZX"

Output: Pattern found at index 0

   Pattern found at index 9

   Pattern found at index 12

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Rabin-Karp is another pattern search algorithm. Just string matching Algorithm proposed by Rabin and Karp for finding patterns more efficiently Way. Like the naive algorithm, it also checks for patterns by moving the window It looks for hashes one by one, but doesn't need to check all characters in all cases. When the hashes match, each character is checked. This way, there is only one comparison per text subsequence, making it a more efficient pattern search algorithm.

Preprocessing time - O(m)

The time complexity of Rabin-Karp algorithm is O(m n), but for the worst Case, It is O(mn).

Algorithm

rabinkarp_algo(text,pattern,prime)

Input

rabinkarp_algo(text,pattern,prime)

Input strong>− Text and pattern. Find another prime number at the hash position

Output− Find the position of the pattern

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<strong><strong>Start

   pat_len := pattern Length

   str_len := string Length

   patHash := 0 and strHash := 0, h := 1

   maxChar := total number of characters in character set

for index i of all character in the pattern, do

   h := (h*maxChar) mod prime

for all character index i of pattern, do

   patHash := (maxChar*patHash + pattern[i]) mod prime

   strHash := (maxChar*strHash + text[i]) mod prime

for i := 0 to (str_len - pat_len), do

   if patHash = strHash, then

      for charIndex := 0 to pat_len -1, do

         if text[i+charIndex] &ne; pattern[charIndex], then

         break

if charIndex = pat_len, then

   print the location i as pattern found at i position.

if i < (str_len - pat_len), then

   strHash := (maxChar*(strHash &ndash; text[i]*h)+text[i+patLen]) mod prime, then

   if strHash < 0, then

   strHash := strHash + prime

End</strong></strong>

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Example

Live demonstration

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<strong><strong>#include<stdio.h>

#include<string.h>

int main (){

   char txt[80], pat[80];

   int q;

   printf ("Enter the container string </p><p>");

   scanf ("%s", &txt);

   printf ("Enter the pattern to be searched </p><p>");

   scanf ("%s", &pat);

   int d = 256;

   printf ("Enter a prime number </p><p>");

   scanf ("%d", &q);

   int M = strlen (pat);

   int N = strlen (txt);

   int i, j;

   int p = 0;

   int t = 0;

   int h = 1;

   for (i = 0; i < M - 1; i++)

      h = (h * d) % q;

   for (i = 0; i < M; i++){

      p = (d * p + pat[i]) % q;

      t = (d * t + txt[i]) % q;

   }

   for (i = 0; i <= N - M; i++){

      if (p == t){

         for (j = 0; j < M; j++){

            if (txt[i + j] != pat[j])

            break;

         }

         if (j == M)

            printf ("Pattern found at index %d </p><p>", i);

      }

      if (i < N - M){

         t = (d * (t - txt[i] * h) + txt[i + M]) % q;

         if (t < 0)

            t = (t + q);

      }

   }

   return 0;

}</strong></strong>

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Output

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<strong><strong>Enter the container string

tutorialspointisthebestprogrammingwebsite

Enter the pattern to be searched

p

Enter a prime number

3

Pattern found at index 8

Pattern found at index 21</strong></strong>

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