Today I will introduce to you how to generate all permutations and combinations of strings through a JavaScript function. The so-called permutations and combinations are the most basic concepts in combinatorics.
First of all, let me give you a brief introduction to permutations and combinations:
1. Arrangement refers to sorting out a specified number of elements from a given number of elements.
2. Combination refers to taking out only a specified number of elements from a given number of elements, regardless of sorting.
The central problem of permutations and combinations is to study the total number of possible situations in permutations and combinations of specified requirements.
I believe everyone has some understanding of permutations and combinations.
Below we will use javascript code to calculate all permutations and combinations of strings.
The complete code is as follows:
<!DOCTYPE html> <html lang="en"> <head> <meta charset="UTF-8"> <title>Title</title> </head> <body> <script> //编写一个JavaScript函数来生成字符串的所有组合 function substrings(str1) { var array1 = []; for (var x = 0, y=1; x < str1.length; x++,y++) { array1[x]=str1.substring(x, y); } var combi = []; var temp= ""; var slent = Math.pow(2, array1.length); for (var i = 0; i < slent ; i++) { temp= ""; for (var j=0;j<array1.length;j++) { if ((i & Math.pow(2,j))){ temp += array1[j]; } } if (temp !== "") { combi.push(temp); } } console.log(combi.join("\n")); } substrings("dog"); </script> </body> </html>
Here we arrange and combine a sample string dog, and view the generated results as follows:
In the above code, we used several key methods, as follows:
1, pow()
method: used to calculate y times of x Power, the syntax is "Math.pow(x,y)
".
2, push()
Method: You can add one or more elements to the end of the array and return the new length. The syntax is "array.push(item1, item2 , ..., itemX)
".
3. join()
method: used to put all the elements in the array into a string. The elements are separated by the specified delimiter. The syntax is " arrayObject.join(separator)
".
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