I noticed today that auto-boxing can sometimes cause ambiguity in method overload resolution. The simplest example appears to be this:
public class Test { static void f(Object a, boolean b) {} static void f(Object a, Object b) {} static void m(int a, boolean b) { f(a,b); } }
When compiled, it causes the following error:
Test.java:5: reference to f is ambiguous, both method f(java.lang.Object,boolean) in Test and method f(java.lang.Object,java.lang.Object) in Test match static void m(int a, boolean b) { f(a, b); } ^
The fix to this error is trivial: just use explicit auto-boxing:
static void m(int a, boolean b) { f((Object)a, b); }
Which correctly calls the first overload as expected.
So why did the overload resolution fail? Why didn’t the compiler auto-box the first argument, and accept the second argument normally? Why did I have to request auto-boxing explicitly?
When you cast the first argument to Object yourself, the compiler will match the method without using autoboxing (JLS3 15.12.2):
If you don’t cast it explicitly, it will go to the second phase of trying to find a matching method, allowing autoboxing, and then it is indeed ambiguous, because your second argument can be matched by boolean or Object.
Why, in the second phase, doesn’t the compiler choose the second method because no autoboxing of the boolean argument is necessary? Because after it has found the two matching methods, only subtype conversion is used to determine the most specific method of the two, regardless of any boxing or unboxing that took place to match them in the first place (§15.12.2.5).
Also: the compiler can’t always choose the most specific method based on the number of auto(un)boxing needed. It can still result in ambiguous cases. For example, this is still ambiguous:
Remember that the algorithm for choosing a matching method (compile-time step 2) is fixed and described in the JLS. Once in phase 2 there is no selective autoboxing or unboxing. The compiler will locate all the methods that are accessible (both methods in these cases) and applicable (again the two methods), and only then chooses the most specific one without looking at boxing/unboxing, which is ambiguous here.