Python第44讲课后作业
本帖最后由 dami27 于 2022-9-28 15:27 编辑看了解析也没有明白这两个的区别,请问该如何理解
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 请详细说明问题,谢谢 不好意思,图片没挂上 区别在于x=[::-1]这句是给x重新赋值,而x[:]=x[::-1]这句不改变X的内存id,只是换了内容,类似x.reverse()方法 lassiter 发表于 2022-9-28 22:47
区别在于x=[::-1]这句是给x重新赋值,而x[:]=x[::-1]这句不改变X的内存id,只是换了内容,类似x.reverse() ...
看完你的解释之后我也有一个疑惑,那就是为什么x[:] = x[::-1]这样的语法是成立的?
由于id(x) == id(x[:])的结果是False,id(x) == id(x[::-1])的结果也是False,所以x[:]和x[::-1]这两个操作都是返回新的列表对象。既然如此,那么x[:] = x[::-1]不就类似 = 了吗?而这显然是不成立的。
那么x[:] = x[::-1]到底发生了使得这个语句成立而且还没有修改x的原有id呢? 本帖最后由 lassiter 于 2022-9-29 22:32 编辑
Brick_Porter 发表于 2022-9-29 08:27
看完你的解释之后我也有一个疑惑,那就是为什么x[:] = x[::-1]这样的语法是成立的?
由于id(x) == id(x[ ...
首先你要搞清楚,在python中“=”是赋予的意思,“==”才是等于的意思
其次,把x[:]放在=左边和直接写个x[:],应该会执行不同操作,比如一个是赋予操作,等号左边只提供内部元素的坐标,把=右边的坐标与左边关联;一个是提取显示,会另寻一个坐标复制数值显示。
如果不是专门研究底层逻辑,那学会使用就行,别纠结了。
x[:] = x[::-1]这句话的意思是,将x中元素从后往前排列并赋予到x正序的位置,类似a,b=b,a就是交换了内存id
lassiter 发表于 2022-9-28 22:47
区别在于x=[::-1]这句是给x重新赋值,而x[:]=x[::-1]这句不改变X的内存id,只是换了内容,类似x.reverse() ...
那x = x[::-1]这条的内存结构是不是应该是反的?
x -> 3 2 1
y -> 1 2 3 lassiter 发表于 2022-9-29 22:27
首先你要搞清楚,在python中“=”是赋予的意思,“==”才是等于的意思
其次,把x[:]放在=左边和直接写 ...
首先,我理解“=”和“==”的区别。不过你说的“应该会执行不同操作”确实提醒了我,确实是我在分析x[:] = x[::-1]的时候想错了对应的底层方法。
我按照C语言的思路先看等号左边再看等号右边,最后用等号赋值,但这个顺序是错的。
如果按照C的顺序,那么x[:]会返回一个新的列表对象,x[::-1]同样如此。如此一来就会变成两个列表赋值,也就是 = ,而这在语法上是错误的,不论是C还是Python都是错误的。
你说的“应该会执行不同操作”让我突然意识到此处要把等号和左边的部分看作一个整体,换言之此处就只是给x中的元素赋值而已。底层调用的魔法方法是这样的:x =
x.__setitem__(slice(None, None), x.__getitem__(slice(None, None, -1)))所以虽然我没有混淆“=”与“==”,但是我把“给列表中的元素赋值”与“给变量重新赋值”混淆了。感谢提醒~
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