What's the most effective method for identifying a pattern within a string of text?

For the sake of honing my skills, I undertook a practice task to identify patterns of varying lengths within a specified string. How can this function be enhanced? What potential issues should I address in terms of optimization?

function searchPattern(pattern, str) {
    var arr = [];
    for (i = 0; i < str.length; i++) {
        if (pattern == str.slice(i, pattern.length + i)) {
            arr.push([i, pattern.length - 1 + i]);
        };
    };
    if (!arr.length) { 
        return false;
    } else { 
        return arr;
    };
};

searchPattern('abfd', 'abfdffdabfdfaffab');

Answer №1

The indexOf() function helps to determine the position of a specific pattern within a string. It will return -1 if the pattern is not found:

Check out this example code snippet that demonstrates how to use the indexOf() method in JavaScript:

<!DOCTYPE html>
<html>
<body>

<p>Click the button to locate where in the string a specified value occurs.</p>

<button onclick="myFunction()">Try it</button>

<p id="demo"></p>

<script>
function find(pattern, str) {
   var pos = str.indexOf(pattern);
   return pos === -1 ? false : [pos, pos + pattern.length - 1];
}
function myFunction() {
    var pos = find('dabfd', 'abfdffdabfdfaffab');      
    document.getElementById("demo").innerHTML = 'found: ' + pos;
}
</script>

</body>
</html>

Answer №2

Initially, the code multiplies the length of a string by a certain formula which can be quite inefficient when there are numerous misses within the string.

To optimize this code, consider the following enhancements:

  • Avoid using the slice function (if it's resource-intensive and not necessary for every operation).
  • Begin by locating the first character of the pattern within the string, then proceed to compare each subsequent character once the previous one is identified.
  • Since the length of the pattern remains consistent throughout its occurrences in the string, instead of returning tuples like [(i, i+length)] in a variable, simply return the positions [i]. The caller should already have knowledge of the pattern's length.
  • Alternatively, implement the KMP algorithm, which operates at O(n+k) complexity level.

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