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In computer science, the Raita algorithm is a
string searching algorithm In computer science, string-searching algorithms, sometimes called string-matching algorithms, are an important class of string algorithms that try to find a place where one or several strings (also called patterns) are found within a larger stri ...
which improves the performance of
Boyer–Moore–Horspool algorithm In computer science, the Boyer–Moore–Horspool algorithm or Horspool's algorithm is an algorithm for finding substrings in string (computer science), strings. It was published by Nigel Horspool in 1980 as SBM. It is a simplification of the Bo ...
. This algorithm preprocesses the string being searched for the pattern, which is similar to Boyer–Moore string-search algorithm. The searching pattern of particular sub-string in a given string is different from Boyer–Moore–Horspool algorithm. This algorithm was published by Timo Raita in 1991.RAITA T., 1992, Tuning the Boyer–Moore–Horspool string searching algorithm, Software - Practice & Experience, 22(10):879-88

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Description

Raita algorithm searches for a pattern "P" in a given text "T" by comparing each character of pattern in the given text. Searching will be done as follows. Window for a text "T" is defined as the length of "P". # First, last character of the pattern is compared with the rightmost character of the window. # If there is a match, first character of the pattern is compared with the leftmost character of the window. # If they match again, it compares the middle character of the pattern with middle character of the window. If everything in the pre-check is successful, then the original comparison starts from the second character to last but one. If there is a mismatch at any stage in the algorithm, it performs the bad character shift function which was computed in pre-processing phase. Bad character shift function is identical to the one proposed in Boyer–Moore–Horspool algorithm. A modern formulation of a similar pre-check is found in , a linear/quadratic string-matcher, in libc++ and libstdc++. Assuming a well-optimized version of , not skipping characters in the "original comparison" tends to be more efficient as the pattern is likely to be aligned.


C Code for Raita algorithm

#include #include #define ALPHABET_SIZE (1 << CHAR_BITS) /* typically 256 */ /* Preprocessing: the BMH bad-match table. */ static inline void preBmBc(char *pat, size_t lpat, ptrdiff_t bmBc[]) void RAITA(char *pat, size_t lpat, char *s, size_t n)


Example

Pattern: abddb Text: Pre- Processing stage: a b d 4 3 1 Attempt 1: ....b Shift by 4 (bmBc Comparison of last character of pattern to rightmost character in the window. It's a mismatch and shifted by 4 according to the value in pre-processing stage. Attempt 2: A.d.B Shift by 3 (bmBc Here last and first character of the pattern are matched but middle character is a mismatch. So the pattern is shifted according to the pre-processing stage. Attempt 3: ABDDB Shift by 3 (bmBc We found exact match here but the algorithm continues until it can't move further. Attempt 4: ....b Shift by 4 (bmBc At this stage, we need to shift by 4 and we can't move the pattern by 4. So, the algorithm terminates. Letters in capital letter are exact match of the pattern in the text.


Complexity

# Pre-processing stage takes O(m) time where "m" is the length of pattern "P". # Searching stage takes O(mn) time complexity where "n" is the length of text "T".


See also

* Boyer–Moore string-search algorithm *
Boyer–Moore–Horspool algorithm In computer science, the Boyer–Moore–Horspool algorithm or Horspool's algorithm is an algorithm for finding substrings in string (computer science), strings. It was published by Nigel Horspool in 1980 as SBM. It is a simplification of the Bo ...


References

{{Reflist


External links


Applet animation and Description for Raita Algorithm
String matching algorithms