I think basically what the parent comment is saying is that it's much easier to pass functions as arguments to other functions in Haskell than it is in python. They call them high order functions.
myList = [[1, 2], [3, 4], [5, 6]]
for elem in myList:
del elem[0]
cannot be done using a lambda, as map(lambda elem: del elem[0], myList)
results in an error. Until Python 3, that also meant that map(lambda elem: print elem, myList)
was also a syntax error because of the print statement. For a more elaborate example, consider the following JavaScript function which returns a function that increments a counter every time its called and returns the value before it was incremented: function makeCounter() {
var value = 0;
return function() {
return value ++;
}
}
You would use this as follows: > c = makeCounter();
> c();
0
> c();
1
... and so forth
There is no way to implement this in Python using lambda; the closest equivalent (assuming Python 3 for the nonlocal keyword) is def makeCounter():
value = 0
def count():
nonlocal value
tmp, value = value, value + 1
return tmp
return count
because there's no way to have that assignment take place in a lambda.Of course, Haskell has neither state nor statements, so the above examples don't literally show why Haskell's lambdas are necessarily superior, but the point isn't that Python disallows assignment in lambdas; it's that Python's lambdas can only express a subset of possible functions, while JavaScript and Haskell (and Scheme &al.) don't have that limitation.
my_list = [[1, 2], [3, 4], [5, 6]]
my_other_list = [ elem[1:] for elem in my_list ]
You could also reassign the my_list name to your processed list, but changing the state of things (you are not really changing anything here, just calling something different by an already known name) is very un-functional.As for your second example, I would consider using "yield".
The issues with Python's lambdas really come up when you start trying to do things the Haskell-esque way—which is to say, the super-functional category-theory-on-the-brain way—which can be the right solution to certain problems (e.g. monadic parsers) but tends to be difficult to express in a way that's pleasant, non-hacky, and Pythonic. But I am of the personal opinion that Python's design choices make sense and I don't want to rail against it for not being Haskell or Ruby; I just wanted to show how anonymous functions in particular differ from language to language.
I side step the lack of closures by using named locals with the keyword arguments when defining inner functions. However, for numeric types, this doesn't really work:
def makeCounter():
value = 0
def count(value=value):
tmp, value = value, value + 1
return tmp
return count
inc = makeCounter()
print inc()
print inc()
The above prints '0\n0', but if we use an object that is used "by reference" in a such a function, one can get this behavior: def set_adder():
s = set()
def add(item, s=s):
s.add(item)
return s
return add
s = set_adder()
print s(1)
print s(2)
t = set_adder()
print t(3)
print t(4)
This will print: $ python mk.py
set([1])
set([1, 2])
set([3])
set([3, 4]) def set_adder():
s = set()
def add(item):
s.add(item)
return s
return add
and it'll work the same way. The problem really comes in the fact that before Python 3, all assignment took place in the local scope, so anything involving assignment (such as the counter example) doesn't work. You can sidestep it in Python 2.6 using the same kind of trick: def make_counter():
value = [0]
def count():
temp, = value
value[0] += 1
return temp
return count
which is sort of hacky but works. (Other languages sidestep this by having some other way of specifying declaration-versus-assignment, such as JavaScript's var keyword for variable declaration.)