Comparing ints and shorts in C#
My colleague Ralph and I recently discovered an interesting bit of C# equality behaviour. Consider the following piece of code:
One would expect the last assert to pass, just like the others. The fact that it doesn’t, tells us two things:
- The behaviour of
Equalsis different on C#’s primitive integral types. At least, when comparing objects of (slightly) different types.
Equalsis not symmetric when comparing
Both are surprising to me. While I don’t like pointing out bugs in things like the .NET Framework (it’s like farting: he who points it out, is usually at fault himself), these do seem to qualify; especially the a-symmetry in Equals, which violates the contract.
There’s probably some arcane piece of .NET legacy at work here, so of course, I sent a question to Eric Lippert. I hope I’ll get a response; I’ll post an update if and when I do.
In the mean time: can you, dear readers, offer an explanation?