I\'m currently looking at closure implementations in different languages. When it comes to Scala, however, I\'m unable to find any documentation on how a closure is mapped to Ja
Let's take apart a set of examples so we can see how they differ. (If using RC1, compile with -no-specialization
to keep things easier to understand.)
class Close {
var n = 5
def method(i: Int) = i+n
def function = (i: Int) => i+5
def closure = (i: Int) => i+n
def mixed(m: Int) = (i: Int) => i+m
}
First, let's see what method
does:
public int method(int);
Code:
0: iload_1
1: aload_0
2: invokevirtual #17; //Method n:()I
5: iadd
6: ireturn
Pretty straightforward. It's a method. Load the parameter, invoke the getter for n
, add, return. Looks just like Java.
How about function
? It doesn't actually close any data, but it is an anonymous function (called Close$$anonfun$function$1
). If we ignore any specialization, the constructor and apply are of most interest:
public scala.Function1 function();
Code:
0: new #34; //class Close$$anonfun$function$1
3: dup
4: aload_0
5: invokespecial #35; //Method Close$$anonfun$function$1."":(LClose;)V
8: areturn
public Close$$anonfun$function$1(Close);
Code:
0: aload_0
1: invokespecial #43; //Method scala/runtime/AbstractFunction1."":()V
4: return
public final java.lang.Object apply(java.lang.Object);
Code:
0: aload_0
1: aload_1
2: invokestatic #26; //Method scala/runtime/BoxesRunTime.unboxToInt:(Ljava/lang/Object;)I
5: invokevirtual #28; //Method apply:(I)I
8: invokestatic #32; //Method scala/runtime/BoxesRunTime.boxToInteger:(I)Ljava/lang/Integer;
11: areturn
public final int apply(int);
Code:
0: iload_1
1: iconst_5
2: iadd
3: ireturn
So, you load a "this" pointer and create a new object that takes the enclosing class as its argument. This is standard for any inner class, really. The function doesn't need to do anything with the outer class so it just calls the super's constructor. Then, when calling apply, you do the box/unbox tricks and then call the actual math--that is, just add 5.
But what if we use a closure of the variable inside Close? Setup is exactly the same, but now the constructor Close$$anonfun$closure$1
looks like this:
public Close$$anonfun$closure$1(Close);
Code:
0: aload_1
1: ifnonnull 12
4: new #48; //class java/lang/NullPointerException
7: dup
8: invokespecial #50; //Method java/lang/NullPointerException."":()V
11: athrow
12: aload_0
13: aload_1
14: putfield #18; //Field $outer:LClose;
17: aload_0
18: invokespecial #53; //Method scala/runtime/AbstractFunction1."":()V
21: return
That is, it checks to make sure that the input is non-null (i.e. the outer class is non-null) and saves it in a field. Now when it comes time to apply it, after the boxing/unboxing wrapper:
public final int apply(int);
Code:
0: iload_1
1: aload_0
2: getfield #18; //Field $outer:LClose;
5: invokevirtual #24; //Method Close.n:()I
8: iadd
9: ireturn
you see that it uses that field to refer to the parent class, and invokes the getter for n
. Add, return, done. So, closures are easy enough: the anonymous function constructor just saves the enclosing class in a private field.
Now, what about if we close not an internal variable, but a method argument? That's what Close$$anonfun$mixed$1
does. First, look at what the mixed
method does:
public scala.Function1 mixed(int);
Code:
0: new #39; //class Close$$anonfun$mixed$1
3: dup
4: aload_0
5: iload_1
6: invokespecial #42; //Method Close$$anonfun$mixed$1."":(LClose;I)V
9: areturn
It loads the parameter m
before calling the constructor! So it's no surprise that the constructor looks like this:
public Close$$anonfun$mixed$1(Close, int);
Code:
0: aload_0
1: iload_2
2: putfield #18; //Field m$1:I
5: aload_0
6: invokespecial #43; //Method scala/runtime/AbstractFunction1."":()V
9: return
where that parameter is saved in a private field. No reference to the outer class is kept because we don't need it. And you ought not be surprised by apply either:
public final int apply(int);
Code:
0: iload_1
1: aload_0
2: getfield #18; //Field m$1:I
5: iadd
6: ireturn
Yes, we just load that stored field and do our math.
I'm not sure what you were doing to not see this with your example--objects are a little tricky because they have both MyObject
and MyObject$
classes and the methods get split between the two in a way that may not be intuitive. But apply definitely applies things, and overall the whole system works pretty much the way you'd expect it to (after you sit down and think about it really hard for a really long time).