Comments (3)
This: http://cr.openjdk.java.net/~briangoetz/lambda/lambda-translation.html
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getImplMethodSignature()
does only work in simple cases (see javaslang.lambda.Lambdas
)
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Constraint: The lambda has to be Serializable. Here is the test code that shows, that the generic types are erased:
public class Test {
public static void main(String[] args) throws Throwable {
final Function<Integer, String> f = i -> String.valueOf(i + 1);
System.out.println("f.class: " + f.getClass());
System.out.println("f.class.methods: " + Strings.toString(f.getClass().getMethods()));
final SerializableFunction<Integer, String> lambda = t -> f.apply(t);
final SerializedLambda serializedLambda = Lambdas.getSerializedLambda(lambda).get();
final Class<?> refc = Class.forName(serializedLambda.getFunctionalInterfaceClass().replaceAll("/", "\\."));
final String name = serializedLambda.getFunctionalInterfaceMethodName();
final MethodType methodType = MethodType.fromMethodDescriptorString(
serializedLambda.getFunctionalInterfaceMethodSignature(), lambda.getClass().getClassLoader());
final MethodHandles.Lookup lookup = MethodHandles.lookup();
final MethodHandle methodHandle = lookup.findVirtual(refc, name, methodType);
System.out.println("SERIALIZED LAMBDA: " + serializedLambda);
System.out.println("METHOD TYPE: " + methodType);
System.out.println("METHOD HANDLE: " + methodHandle);
// final MethodHandle bound = methodHandle.bindTo(lambda);
// System.out.println("BOUND METHOD HANDLE: " + bound);
//
// final Object o = bound.invoke(1);
// System.out.println("f(1): " + o);
final MethodHandleInfo info = lookup.revealDirect(methodHandle);
System.out.println("METHOD HANDLE INFO: " + info);
}
}
The main problem with respect to this bug is, that captured variables are part of the signature of the generated runtime lambda. I.e. the signature of the following lambda is (Function, Object) -> Object
instead of (Integer) -> String
:
final SerializableFunction<Integer, String> lambda = t -> f.apply(t);
I will investigate, how to create a SerializedLambda instead to keep the correct signature of the underlying Function f.
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