递归打印字符串的所有排列(Javascript) [英] Recursively print all permutations of a string (Javascript)
问题描述
我已经看到了其他语言的这个问题的版本,但不是JS。
I've seen versions of this question for other languages, but not for JS.
是否可以在一个函数中递归执行此操作?
Is it possible to do this recursively in one function?
我知道我需要取字符串中的第一个元素,然后将其附加到每个解决方案中,以便对字符串的其余部分进行递归。
从逻辑上讲,我理解递归是如何进行的。我只是不明白如何将第一个字符串附加到每个递归解决方案上
I understand that I need to take the first element in the string, and then append it to each solution to the recursion on the remainder of the string. So logically, I understand how the recursion needs to go. I just don't understand how to append the first char onto each of the recursive solutions
var myString = "xyz";
function printPermut(inputString){
var outputString;
if(inputString.length === 0){
return inputString;
}
if(inputString.length === 1){
return inputString;
}
else{
for(int i = 0; i<inputString.length(); i++){
//something here like:
//outputString = outputString.concat(printPermut(inputString.slice(1))??
//maybe store each unique permutation to an array or something?
}
}
}
推荐答案
让我们编写一个函数,返回字符串的所有排列作为由于你不想要任何全局变量,所以返回排列是至关重要的。
Let's write a function that returns all permutations of a string as an array. As you don't want any global variables, returning the permutations is crucial.
function permut(string) {
if (string.length < 2) return string; // This is our break condition
var permutations = []; // This array will hold our permutations
for (var i=0; i<string.length; i++) {
var char = string[i];
// Cause we don't want any duplicates:
if (string.indexOf(char) != i) // if char was used already
continue; // skip it this time
var remainingString = string.slice(0,i) + string.slice(i+1,string.length); //Note: you can concat Strings via '+' in JS
for (var subPermutation of permut(remainingString))
permutations.push(char + subPermutation)
}
return permutations;
}
要打印它们,之后只需迭代数组:
To print them, just iterate over the array afterwards:
var myString = "xyz";
permutations = permut(myString);
for (permutation of permutations)
print(permutation) //Use the output method of your choice
希望我能帮你解决问题。
Hope I could help you with your question.
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