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Javascript:找到前 n 个素数

[英]Javascript: find first n prime numbers

function primeNumbers(n) {
    array = [];
    for (var i = 2; array.length < n; i++) {
        for (var count = 2; count < i; count++) {
            var divisorFound = false;
            if (i % count === 0) {
                divisorFound = true;
                break;
            }
        }
        if (divisorFound == false) {array.push[i];}
    }
    return array;
}

When I run this code, it seems to get stuck in an infinite loop and doesn't return anything... why?当我运行这段代码时,它似乎陷入了无限循环并且没有返回任何东西......为什么?

Try putting this line before your second loop:尝试将此行放在第二个循环之前:

var divisorFound = false;

So that this line can access it:以便此行可以访问它:

if (divisorFound == false) {array.push(i);}

Take note of the FIXED array.push(i) as NPE said.请注意 NPE 所说的 FIXED array.push(i) 。 :) :)

You may want to read about Variable Scope in JavaScript.您可能想阅读 JavaScript 中的变量范围

In your code, array.push[i] (with square brackets) doesn't do what you'd like it to.在您的代码中, array.push[i] (带方括号)不会执行您想要的操作。 It leaves the array unchanged and returns undefined .它使数组保持不变并返回undefined

You meant array.push(i) (with parentheses).你的意思是array.push(i) (带括号)。

This isn't the most advanced way to do this.这不是执行此操作的最先进方法。 Using a sieve would be better.用筛子会更好。 However, this is fairly decent and provides a good starting point for approaching prime number code challenges.然而,这是相当不错的,并且为解决质数代码挑战提供了一个很好的起点。

/*
 * Get the first n prime numbers
 *
 * @param n Number (integer)
 * @return Array
 *
 */
function getNprimes(n){
  const arr = [];
  let i = 2

  while (arr.length < n) {
    if (isPrime(i)) {
      arr.push(i)
    }
    i++
  } 
  return arr;

  /*
  * @param n (integer)
  * @return Boolean
  *
  */
  function isPrime(n) {

    if ( n < 2 ) {
      return false
    }

    for ( let i = 2; i <= Math.sqrt(n); i++ ) {
      if ( n % i === 0 ) {
          return false;
      } 
    }
    return true
  }

}

此外,您永远不会为array定义长度,因此 for 循环无法知道何时停止。

Actually to find n prime numbers its a lot more optimized [o(n*sqrt(m))] if you just check its sqrt(n).实际上,如果你只检查它的 sqrt(n),找到 n 个素数它会更加优化 [o(n*sqrt(m))]。 If it is not divisible by square root of n, it is not also divisible by n.如果它不能被 n 的平方根整除,它也不能被 n 整除。 here is an example:这是一个例子:

 (function(n){ var primes=[]; for (var i=1;i<n;i++){ var prime=true; var rootI=Math.sqrt(i)+1; for (var j=2;j<rootI;j++){ if (i%j==0) {prime=false;break;} }; if (prime) primes.push(i); } document.write(primes.join('-')); })(100000)

The imana97 answare is not correct, because "1" is not prime, while "2" is it. imana97 answare 不正确,因为“1”不是素数,而“2”是。 Also they are not the first n numbers but the prime numers smaller than n.此外,它们不是前 n 个数字,而是小于 n 的素数。

So, my corrected version is:所以,我更正的版本是:

 (function(n){ var primes=[2]; for (var i=2;primes.length<n;i++){ var prime=true; var rootI=Math.sqrt(i)+1; for (var j=2;j<rootI;j++){ if (i%j==0) {prime=false;break;} }; if (prime) primes.push(i); } document.write(primes.join('-')); })(10000)

<script>
    // first n prime numbers
   function checkPrime(number){
        let temp=2;
        while(temp<number){
          if(number%temp == 0){
              return false;
          }
          temp++;
        } 
     return true;
   }
   function firstnPrime(number){
        var count=0;
    for(var i=2;i<=number;i++){
         if(checkPrime(i)){
             count++;
         }
    }
        return count;
   }


   console.log(firstnPrime(100));

    </script>

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