Java Program to Implement Bitap Algorithm for String Matching
The Bitap Algorithm is an approximate string matching algorithm. The algorithm tells whether a given text contains a substring which is “approximately equal” to a given pattern. Here approximately equal states that if the substring and pattern are within a given distance k of each other. The algorithm begins by precomputing a set of bitmasks containing one bit for each element of the pattern. This does most of the bitwise operations, which are quick.
The Bitap Algorithm is also known as shift-or, shift-and, or Baeza Yates Gonnet Algorithm.
Example:
Input: Text: zambiatek Pattern: geeks Output: Pattern found at index: 0 Input: Text: Youareawesome Pattern: Youareamazing Output: No Match.
Approach:
- Input the text pattern as a string.
- We will convert this String to a simple Char Array
- If the length is 0 or exceeding 63, we return “No Match”.
- Now, by taking array R which complements 0.
- Taking an array “pattern_mask” which complements 0, to 1
- Taking the pattern as an index of “pattern_mask” then by using the and operator we and it with the result of the complement of 1L(long integer) by shifting it to left side by i times.
- Now by running the loop till text length.
- We now or it with R and pattern mask.
- Now by left shifting the 1L by the length of the pattern and then the result is an and with R
- If it is equal to zero we print it by I-len+1 else return -1
- Output is the index of the text, where the pattern matches.
Code:
Java
// Java Program to implement Bitap Algorithm.import java.io.*;import java.io.IOException;public class GFG { public static void main(String[] args) throws IOException { System.out.println("Bitap Algorithm!"); String text = "zambiatek"; String pattern = "geeks"; // This is an object created of the class for // extension of functions. GFG g = new GFG(); // Now here we go to findPattern functions , we two // arguments. g.findPattern(text, pattern); } public void findPattern(String t, String p) { // we convert the String text to Character Array for // easy indexing char[] text = t.toCharArray(); // we convert the String pattern to Character Array // to access each letter in the String easily. char[] pattern = p.toCharArray(); // Index shows the function bitap search if they are // equal at a particular index or not int index = bitap_search(text, pattern); // If the pattern is not equal to the text of the // string approximately Then we tend to return -1 If // index is -1 Then we print there is No match if (index == -1) { System.out.println("\nNo Match\n"); } else { // Else if there is a match // Then we print the position of the index at // where the pattern and the text matches. System.out.println( "\nPattern found at index: \n" + index); } } private int bitap_search(char[] text, char[] pattern) { // Here the len variable is taken // This variable accepts the pattern length as its // value int len = pattern.length; // This is an array of pattern_mask of all // character values in it. long pattern_mask[] = new long[Character.MAX_VALUE + 1]; // Here the variable of being long type is // complemented with 1; long R = ~1; // Now if the length of the pattern is 0 // we would return -1 if (len == 0) { return -1; } // Or if the length of the pattern exceeds the // length of the character array Then we would // declare that the pattern is too long. We would // return -1 if (len > 63) { System.out.println("Pattern too long!"); return -1; } // Now filling the values in the pattern mask // We would run th eloop until the max value of // character Initially all the values of Character // are put up inside the pattern mask array And // initially they are complemented with zero for (int i = 0; i <= Character.MAX_VALUE; ++i) pattern_mask[i] = ~0; // Now len being the variable of pattern length , // the loop is set till there Now the pattern being // the index of the pattern_mask 1L means the long // integer is shifted to left by i times The result // of that is now being complemented the result of // the above is now being used as an and operator We // and the pattern_mask and the result of it for (int i = 0; i < len; ++i) pattern_mask[pattern[i]] &= ~(1L << i); // Now the loop is made to run until the text length // Now what we do this the R array is used // as an Or function with pattern_mask at index of // text of i for (int i = 0; i < text.length; ++i) { R |= pattern_mask]; // Now result of the r after the above // operation // we shift it to left side by 1 time R <<= 1; // If the 1L long integer if shifted left of the // len And the result is used to and the result // and R array // If that result is equal to 0 // We return the index value // Index=i-len+1 if ((R & (1L << len)) == 0) return i - len + 1; } // if the index is not matched // then we return it as -1 // stating no match found. return -1; }} |
Output
Bitap Algorithm! Pattern found at index: 0
