Ruby 2.0.0 数组#bsearch 行为 [英] Ruby 2.0.0 Array#bsearch behavior
问题描述
我注意到从 Ruby 2.0.0 开始,数组类有一个我正在测试的 bsearch
方法,但我没有得到我期望的行为.为什么它为 2 和 5 返回一个值,而为 -1、1 和 4 返回 nil
?
I noticed that as of Ruby 2.0.0 the array class has a bsearch
method that I was testing and I'm not getting the behavior I'd expect. Why does it return a value for 2 and 5 but nil
for -1, 1, and 4?
arr_in = [-1, 1, 2, 4, 5]
arr_in.bsearch { |x| x == 3 } #=> nil
arr_in.bsearch { |x| x == -1 } #=> nil
arr_in.bsearch { |x| x == 1 } #=> nil
arr_in.bsearch { |x| x == 2 } #=> 2
arr_in.bsearch { |x| x == 4 } #=> nil
arr_in.bsearch { |x| x == 5 } #=> 5
推荐答案
arr_in = [-1, 1,2,4,5]
arr_in.bsearch{ |x| 2 - x }
#=> 2
arr_in.bsearch{ |x| -1 - x }
#=> -1
arr_in.bsearch{ |x| 3 - x }
#=> nil
二分搜索使用块的结果作为提示,应该选择数组的哪一部分(左侧或右侧)用于下一次迭代的搜索.如果块返回 0,它将停止搜索.如果它返回小于 0 它将向左否则它向右:)
Binary search uses block's result as a hint which part of array (left or right side) should be chosen for searching on next iteration. If block returns 0 it will stop searching. If it returns less then 0 it will go left otherwise it goes right :)
更多信息在这里http://www.ruby-doc.org/core-2.1.1/Array.html#method-i-bsearch
UPD
好的,让我们以你的为例
Ok, let's take your example
arr_in = [-1, 1, 2, 4, 5]
arr_in.bsearch { |x| x == 3 }
首先,我们将获取中间元素 (2) 并将其交给块.2 == 3
将返回 false
,因此我们移动到数组的右侧.
First we will take middle element (2) and yield it to the block. 2 == 3
will return false
, so we move to the right side of the array.
我们取[4, 5]
的中间元素是5
,5 == 3
是false
>
We take middle element of [4, 5]
which is 5
and 5 == 3
is false
右边没有任何元素,所以我们将返回nil
There is no any elements on the right, so we will return nil
arr_in = [-1, 1, 2, 4, 5]
arr_in.bsearch { |x| x == 2 }
第一个 2 == 2
是 true
.我们向左走.
First 2 == 2
is true
. We go to the left.
[-1, 1]
的中间元素为 1.1 == 2
为 false
.我们向右走.
Middle element of [-1, 1]
is 1. 1 == 2
is false
. We go to the right.
[-1, 1]
中没有任何元素在 1 的右边,所以我们返回最后一个返回 true
语句的元素,即 2
There is no any elements in [-1, 1]
right to the 1, so we return last last element which returned true
statement which is 2
PS:不要忘记,数组应该被排序;)
PS: don't forget, that the array should be sorted ;)
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