cpo*_*ver 3 javascript arrays functional-programming ramda.js
我有一个数组数组,想要编写一个函数x,通过按顺序从每个数组中获取项目来返回最高数量的项目。
这是我所追求的一个例子:
const input = [
["1a", "2a", "3a", "4a", "5a"],
["1b", "2b", "3b", "4b", "5b"],
["1c", "2c", "3c", "4c", "5c"],
["1d", "2d", "3d", "4d", "5d"]
];
const takeRoundRobin = count => arr => {
// implementation here
};
const actual = takeRoundRobin(5)(input);
const expected = [
"1a", "1b", "1c", "1d", "2a"
];
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我看到了一个 Scala 问题的建议,它解决了这个问题zip,但在 Ramda 中你只能传递 2 个列表来压缩。
在这里,Ramda'stranspose可以成为您的基地。添加一团unnest、一点take,你会得到这个:
const {take, unnest, transpose} = R
const takeRoundRobin = (n) => (vals) => take(n, unnest(transpose(vals)))
const input = [
['1a', '2a', '3a', '4a', '5a'],
['1b', '2b', '3b', '4b', '5b'],
['1c', '2c', '3c', '4c', '5c'],
['1d', '2d', '3d', '4d', '5d']
]
console.log(takeRoundRobin(5)(input))Run Code Online (Sandbox Code Playgroud)
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另请注意,这可以处理不同长度的数组:
如果您希望能够回到开头并继续获取值,您可以替换take为recursiveTake如下所示:
const {take, unnest, transpose, concat } = R
//recursive take
const recursiveTake = (n) => (vals) => {
const recur = (n,vals,result) =>
(n<=0)
? result
: recur(n-vals.length,vals,result.concat(take(n,vals)))
return recur(n,vals,[]);
};
const takeRoundRobin = (n) => (vals) =>
recursiveTake(n)(unnest(transpose(vals)));
const input = [
['1a', '2a', '3a', '4a'],
['1b'],
['1c', '2c', '3c', '4c', '5c'],
['1d', '2d']
]
console.log(takeRoundRobin(14)(input))Run Code Online (Sandbox Code Playgroud)
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该函数的另一个版本(没有显式递归)如下所示:
const takeCyclic = (n) => (vals) => take(
n,
unnest(times(always(vals), Math.ceil(n / (vals.length || 1))))
)
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