Question

Note: this appears to have been fixed in Roslyn

This question arose when writing my answer to this one, which talks about the associativity of the null-coalescing operator.

Just as a reminder, the idea of the null-coalescing operator is that an expression of the form

x ?? y

first evaluates x, then:

• If the value of x is null, y is evaluated and that is the end result of the expression
• If the value of x is non-null, y is not evaluated, and the value of x is the end result of the expression, after a conversion to the compile-time type of y if necessary

Now usually there’s no need for a conversion, or it’s just from a nullable type to a non-nullable one – usually the types are the same, or just from (say) int? to int. However, you can create your own implicit conversion operators, and those are used where necessary.

For the simple case of x ?? y, I haven’t seen any odd behaviour. However, with (x ?? y) ?? z I see some confusing behaviour.

Here’s a short but complete test program – the results are in the comments:

using System;

public struct A
{
    public static implicit operator B(A input)
    {
        Console.WriteLine("A to B");
        return new B();
    }

    public static implicit operator C(A input)
    {
        Console.WriteLine("A to C");
        return new C();
    }
}

public struct B
{
    public static implicit operator C(B input)
    {
        Console.WriteLine("B to C");
        return new C();
    }
}

public struct C {}

class Test
{
    static void Main()
    {
        A? x = new A();
        B? y = new B();
        C? z = new C();
        C zNotNull = new C();

        Console.WriteLine("First case");
        // This prints
        // A to B
        // A to B
        // B to C
        C? first = (x ?? y) ?? z;

        Console.WriteLine("Second case");
        // This prints
        // A to B
        // B to C
        var tmp = x ?? y;
        C? second = tmp ?? z;

        Console.WriteLine("Third case");
        // This prints
        // A to B
        // B to C
        C? third = (x ?? y) ?? zNotNull;
    }
}

So we have three custom value types, A, B and C, with conversions from A to B, A to C, and B to C.

I can understand both the second case and the third case… but why is there an extra A to B conversion in the first case? In particular, I’d really have expected the first case and second case to be the same thing – it’s just extracting an expression into a local variable, after all.

Any takers on what’s going on? I’m extremely hesistant to cry “bug” when it comes to the C# compiler, but I’m stumped as to what’s going on…

EDIT: Okay, here’s a nastier example of what’s going on, thanks to configurator’s answer, which gives me further reason to think it’s a bug. EDIT: The sample doesn’t even need two null-coalescing operators now…

using System;

public struct A
{
    public static implicit operator int(A input)
    {
        Console.WriteLine("A to int");
        return 10;
    }
}

class Test
{
    static A? Foo()
    {
        Console.WriteLine("Foo() called");
        return new A();
    }

    static void Main()
    {
        int? y = 10;

        int? result = Foo() ?? y;
    }
}

The output of this is:

Foo() called
Foo() called
A to int

The fact that Foo() gets called twice here is hugely surprising to me – I can’t see any reason for the expression to be evaluated twice.

Answer 1

Thanks to everyone who contributed to analyzing this issue. It is clearly a compiler bug. It appears to only happen when there is a lifted conversion involving two nullable types on the left-hand side of the coalescing operator.

I have not yet identified where precisely things go wrong, but at some point during the “nullable lowering” phase of compilation — after initial analysis but before code generation — we reduce the expression

result = Foo() ?? y;

from the example above to the moral equivalent of:

A? temp = Foo();
result = temp.HasValue ? 
    new int?(A.op_implicit(Foo().Value)) : 
    y;

Clearly that is incorrect; the correct lowering is

result = temp.HasValue ? 
    new int?(A.op_implicit(temp.Value)) : 
    y;

My best guess based on my analysis so far is that the nullable optimizer is going off the rails here. We have a nullable optimizer that looks for situations where we know that a particular expression of nullable type cannot possibly be null. Consider the following naive analysis: we might first say that

result = Foo() ?? y;

is the same as

A? temp = Foo();
result = temp.HasValue ? 
    (int?) temp : 
    y;

and then we might say that

conversionResult = (int?) temp 

is the same as

A? temp2 = temp;
conversionResult = temp2.HasValue ? 
    new int?(op_Implicit(temp2.Value)) : 
    (int?) null

But the optimizer can step in and say “whoa, wait a minute, we already checked that temp is not null; there’s no need to check it for null a second time just because we are calling a lifted conversion operator”. We’d them optimize it away to just

new int?(op_Implicit(temp2.Value)) 

My guess is that we are somewhere caching the fact that the optimized form of (int?)Foo() is new int?(op_implicit(Foo().Value)) but that is not actually the optimized form we want; we want the optimized form of Foo()-replaced-with-temporary-and-then-converted.

Many bugs in the C# compiler are a result of bad caching decisions. A word to the wise: every time you cache a fact for use later, you are potentially creating an inconsistency should something relevant change. In this case the relevant thing that has changed post initial analysis is that the call to Foo() should always be realized as a fetch of a temporary.

We did a lot of reorganization of the nullable rewriting pass in C# 3.0. The bug reproduces in C# 3.0 and 4.0 but not in C# 2.0, which means that the bug was probably my bad. Sorry!

I’ll get a bug entered into the database and we’ll see if we can get this fixed up for a future version of the language. Thanks again everyone for your analysis; it was very helpful!

UPDATE: I rewrote the nullable optimizer from scratch for Roslyn; it now does a better job and avoids these sorts of weird errors. For some thoughts on how the optimizer in Roslyn works, see my series of articles which begins here: https://ericlippert.com/2012/12/20/nullable-micro-optimizations-part-one/