词法闭包是如何工作的? [英] How do lexical closures work?
问题描述
当我在研究 Javascript 代码中的词法闭包问题时,我在 Python 中遇到了这个问题:
While I was investigating a problem I had with lexical closures in Javascript code, I came along this problem in Python:
flist = []
for i in xrange(3):
def func(x): return x * i
flist.append(func)
for f in flist:
print f(2)
请注意,此示例谨慎地避免了 lambda
.它打印4 4 4",这令人惊讶.我期待0 2 4".
Note that this example mindfully avoids lambda
. It prints "4 4 4", which is surprising. I'd expect "0 2 4".
这个等效的 Perl 代码做对了:
This equivalent Perl code does it right:
my @flist = ();
foreach my $i (0 .. 2)
{
push(@flist, sub {$i * $_[0]});
}
foreach my $f (@flist)
{
print $f->(2), "
";
}
打印0 2 4".
你能解释一下区别吗?
更新:
问题不是 i
是全球性的.这显示了相同的行为:
The problem is not with i
being global. This displays the same behavior:
flist = []
def outer():
for i in xrange(3):
def inner(x): return x * i
flist.append(inner)
outer()
#~ print i # commented because it causes an error
for f in flist:
print f(2)
如注释行所示,i
在这一点上是未知的.尽管如此,它仍会打印4 4 4".
As the commented line shows, i
is unknown at that point. Still, it prints "4 4 4".
推荐答案
Python 实际上按照定义的方式运行.创建了三个独立的函数,但它们每个都有定义它们的环境的闭包 - 在这种情况下,全局环境(或外部函数的环境,如果循环放置在另一个函数中).然而,这正是问题所在——在这种环境中,i 发生了变异,并且所有闭包都引用相同的 i.
Python is actually behaving as defined. Three separate functions are created, but they each have the closure of the environment they're defined in - in this case, the global environment (or the outer function's environment if the loop is placed inside another function). This is exactly the problem, though - in this environment, i is mutated, and the closures all refer to the same i.
这是我能想到的最佳解决方案 - 创建一个函数创建器并调用 那个 代替.这将为创建的每个函数强制不同的环境,每个函数都有一个不同的 i.
Here is the best solution I can come up with - create a function creater and invoke that instead. This will force different environments for each of the functions created, with a different i in each one.
flist = []
for i in xrange(3):
def funcC(j):
def func(x): return x * j
return func
flist.append(funcC(i))
for f in flist:
print f(2)
这就是混合副作用和函数式编程时会发生的情况.
This is what happens when you mix side effects and functional programming.
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