以编程方式生成嵌套的for循环 [英] Programmatically generate nested for loops
问题描述
下划线mixin和下面的函数以两种不同的方式执行完全相同的操作,它们获取数组的所有对.我想知道如何创建一个函数(闭包?),该函数允许我传递多少个对"或数组项分组,而不是嵌套 for循环
或 range-maps
每次.
The underscore mixin and the function below do the exact same thing in two different ways, they get all the pairs for an array. I was wondering how I can create a function (closure?) that allows me to pass in how many "pairs" or groupings of array items I want instead of nesting for loops
or range-maps
every time.
getPairs: function(arr){
return _.chain(_.range(arr.length))
.map(function(setOne){
return _.chain(_.range(arr.length))
.map(function(setTwo){
return [
arr[setOne],
arr[setTwo],
]
})
.value()
})
.value()
}
function getPairs(arr){
var pairs = []
for(var i = 0; i < arr.length; i++){
for(var p = 0; p < arr.length; p++){
var pair = [
arr[i],
arr[p],
]
pairs.push()
}
}
return pairs
}
推荐答案
引人入胜的问题.为了获得一个简单的解决方案,我不得不在框外思考.实际上,整个过程可以通过两个 for
循环和一些繁重的数学运算来完成.这是代码:
Fascinating question. To get a simple solution I had to think a bit outside the box. As it is, the whole thing can be accomplished with two for
loops and some heavy math. Here's the code:
function getGroupings(arr, numPerGroup){
numPerGroup > 1 || (numPerGroup = 2);
var groups = Math.pow(arr.length, numPerGroup);
var groupings = [];
for (var i = 0; i < numPerGroup; i++) {
for (var j = 0; j < groups; j++) {
groupings[j] || groupings.push(Array(numPerGroup));
var index = Math.floor(j / Math.pow(arr.length, i)) % arr.length;
groupings[j][i] = arr[index];
if (i === numPerGroup - 1) groupings[j] = groupings[j].reverse();
}
}
return groupings;
}
有关其工作原理的一些说明:
A few notes on how this works:
- 它为内部数组中的每个项目运行一次外部"for"循环,并为外部数组中的每个项目运行一次内部"for"循环.向后,您可能会说.
- 内部"for"循环的工作方式类似于二进制时钟,其中(时钟值)===(我们要访问的传入数组的索引).
- 其中 n =(传入数组的长度),它将每次在自己的位置递增时钟,即第一个( n ^ 1)经常位于( n ^ 1)的位置,通常是( n ^ 2)'的一个( n ^ 2)'位置,依此类推,直到( n ^ num-per-group)的位置为止.
- 在最后一次迭代中,它反转所有内部数组以实际上将一个人的位置放到最后,将( n ^ 1)的位置放到倒数第二,等等...不一定必要,但会产生更多预期的输出.
- It runs the outer `for` loop once for every item in the inner arrays, and the inner `for` loop once for every item in the outer array. Backwards, you might say.
- The inner `for` loop works kind of like a binary clock where (value-of-clock) === (index of the passed-in array we want to access).
- Where n = (length of the passed-in array), it will increment the clock every time in the one's place, one (n ^ 1)th as often in the (n ^ 1)'s place, one (n ^ 2)th as often in the (n ^ 2)'s place, and so on until the (n ^ num-per-group)'s place.
- On the last iteration, it reverses all the inner arrays to actually put the one's place last, the (n ^ 1)'s place second-to-last, etc... Not necessarily necessary, but produces a more expected output.
示例:
假设您有一个数组, var arr = [3,6,9]
,并且想要获取所有3- getGroupings(arr,3);
.实际的组数为 arr.length ^ 3 = 27
,因此该函数将生成一个包含27个数组的数组.
Say you have an array, var arr = [3, 6, 9]
, and you want to get all possible groupings of 3--getGroupings(arr, 3);
. The actual number of groups is arr.length ^ 3 = 27
, so the function will generate an array of 27 arrays.
(忽略外部 for
循环-想象它的所有迭代一次发生)二进制时钟从0s开始,因此第一个分组是 arr [0],arr [0],arr [0]
- [3,3,3]
.
(Ignoring the outer for
loop--imagine all its iterations happen at once) The binary clock starts at 0s, so the first grouping is arr[0], arr[0], arr[0]
--[3, 3, 3]
.
在下一次迭代中,1的位置前进一个- arr [0],arr [0],arr [1]
- [3,3,6]
,然后是 [3、3、9]
.
On the next iteration, the 1's place advances by one--arr[0], arr[0], arr[1]
--[3, 3, 6]
, then [3, 3, 9]
.
接下来是时候让3的位置前进并重置一个位置了- arr [0],arr [1],arr [0]
,因此分组4为 [3,6,3]
.依此类推,直到第27个数组 [9,9,9]
.
Next it's time for the 3's place to advance and the one's place to reset--arr[0], arr[1], arr[0]
, so grouping 4 is [3, 6, 3]
. And so on until the 27th array, [9, 9, 9]
.
这是 JSFiddle .试试吧!
Here's a JSFiddle. Try it out!
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