递归中的跳跃游戏

问题描述：

我正在尝试测试我理解递归的能力，所以我给自己分配了一个任务，在递归中进行跳跃游戏练习

I am trying to test my abilities to understand well the recursion so I gave myself the task to do the Jump Game exercice in recursion

给定一个非负整数数组，你最初被定位在数组的第一个索引处.数组中的每个元素代表你在那个位置的最大跳跃长度.你的目标是到达最后一个索引处最小跳跃次数.

https://leetcode.com/problems/jump-game-ii/一个>

我尝试过这部分代码，但它没有出现在调试器上，所以我没有真正看到这个问题

I tried to to this part of code but It does not appear on the debugger so I am not really seeing the problem in this

def function(array, index, counter):
    if index >= len(array):
        return counter
    min_step = float('inf')
    for i in range(1, array[index]):
        min_step = min(min_step, function(array, index + i, counter + 1))

    return min(min_step, function(array[1:], index, counter))

如果有人能判断我的想法是否正确

If someone can tell if I am in the right direction of thinking

谢谢:)

答

你的功能很不错，只是修复了几个:

Your function is pretty good, just a few fixes:

您想要获得最后一个索引，即 len(array) - 1，而不是 len(array).
您希望跳转到并包括当前数组值的距离，因此您需要 range(1, array[index] + 1) 代替range(1, array[index]).
min_step 已经包含最少数量的跳转.我不确定你想返回什么，但你可以return min_step.

You want to get to the last index, which is len(array) - 1, not len(array).
You want to enable jumps to a distance of up to and including the current array value, so you need range(1, array[index] + 1) instead of range(1, array[index]).
min_step already contains the least amount of jumps. I'm not sure what you're trying to return but you can just return min_step.

考虑到这一点:

def function(array, index, counter):
    if index >= len(array) - 1:
        return counter
    min_step = float('inf')
    for i in range(1, array[index] + 1):
        min_step = min(min_step, function(array, index + i, counter + 1))

    return min_step

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