以下是一些函数式编程解决方案：

使用 EcmaScript2019 的flatMap：

var array = ["apple", "banana", "lemon", "mango"];

var result = array.flatMap(
    (v, i) => array.slice(i+1).map( w => v + ' ' + w )
);

console.log(result);

在引入flatMap（我在 2017 年的回答）之前，您会为了reduce或[].concat(...)为了展平数组：

var array = ["apple", "banana", "lemon", "mango"];

var result = array.reduce( (acc, v, i) =>
    acc.concat(array.slice(i+1).map( w => v + ' ' + w )),
[]);

console.log(result);

或者：

var array = ["apple", "banana", "lemon", "mango"];

var result = [].concat(...array.map( 
    (v, i) => array.slice(i+1).map( w => v + ' ' + w ))
);

console.log(result);

一种简单的方法是对数组执行双循环，在其中跳过i第二个循环中的第一个元素。

let array = ["apple", "banana", "lemon", "mango"];
let results = [];

// Since you only want pairs, there's no reason
// to iterate over the last element directly
for (let i = 0; i < array.length - 1; i++) {
  // This is where you'll capture that last value
  for (let j = i + 1; j < array.length; j++) {
    results.push(`${array[i]} ${array[j]}`);
  }
}

console.log(results);

用 ES5 重写：

var array = ["apple", "banana", "lemon", "mango"];
var results = [];

// Since you only want pairs, there's no reason
// to iterate over the last element directly
for (var i = 0; i < array.length - 1; i++) {
  // This is where you'll capture that last value
  for (var j = i + 1; j < array.length; j++) {
    results.push(array[i] + ' ' + array[j]);
  }
}

console.log(results);

尽管方案已经找到，我张贴在这里一般情况下找到所有组合大小的算法n的m (m>n)元素。在您的情况下，我们有n=2和m=4。

const result = [];
result.length = 2; //n=2

function combine(input, len, start) {
  if(len === 0) {
    console.log( result.join(" ") ); //process here the result
    return;
  }
  for (let i = start; i <= input.length - len; i++) {
    result[result.length - len] = input[i];
    combine(input, len-1, i+1 );
  }
}

const array = ["apple", "banana", "lemon", "mango"];    
combine( array, result.length, 0);

就我而言，我想根据数组的大小范围获得如下组合：

function getCombinations(valuesArray: String[])
{

var combi = [];
var temp = [];
var slent = Math.pow(2, valuesArray.length);

for (var i = 0; i < slent; i++)
{
    temp = [];
    for (var j = 0; j < valuesArray.length; j++)
    {
        if ((i & Math.pow(2, j)))
        {
            temp.push(valuesArray[j]);
        }
    }
    if (temp.length > 0)
    {
        combi.push(temp);
    }
}

combi.sort((a, b) => a.length - b.length);
console.log(combi.join("\n"));
return combi;
}

例子：

// variable "results" stores an array with arrays string type
let results = getCombinations(['apple', 'banana', 'lemon', ',mango']);

控制台输出：

该函数基于以下文档的逻辑，更多信息请参见以下参考：https : //www.w3resource.com/javascript-exercises/javascript-function-exercise-3.php

if ((i & Math.pow(2, j)))

第一个值的每一位都与第二个值进行比较，如果匹配则视为有效，否则返回零且不满足条件。

我最终为这个问题写了一个通用的解决方案，它在功能上等同于nhnghia 的答案，但我在这里分享它，因为我认为它更容易阅读/遵循，并且也充满了描述算法的评论。

/**
 * Generate all combinations of an array.
 * @param {Array} sourceArray - Array of input elements.
 * @param {number} comboLength - Desired length of combinations.
 * @return {Array} Array of combination arrays.
 */
function generateCombinations(sourceArray, comboLength) {
  const sourceLength = sourceArray.length;
  if (comboLength > sourceLength) return [];

  const combos = []; // Stores valid combinations as they are generated.

  // Accepts a partial combination, an index into sourceArray, 
  // and the number of elements required to be added to create a full-length combination.
  // Called recursively to build combinations, adding subsequent elements at each call depth.
  const makeNextCombos = (workingCombo, currentIndex, remainingCount) => {
    const oneAwayFromComboLength = remainingCount == 1;

    // For each element that remaines to be added to the working combination.
    for (let sourceIndex = currentIndex; sourceIndex < sourceLength; sourceIndex++) {
      // Get next (possibly partial) combination.
      const next = [ ...workingCombo, sourceArray[sourceIndex] ];

      if (oneAwayFromComboLength) {
        // Combo of right length found, save it.
        combos.push(next);
      }
      else {
        // Otherwise go deeper to add more elements to the current partial combination.
        makeNextCombos(next, sourceIndex + 1, remainingCount - 1);
      }
        }
  }

  makeNextCombos([], 0, comboLength);
  return combos;
}