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by steveklabnik
22 days ago
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> But did the rust compiler assume that the integer would not overflow? It did not. > It did so in Debug mode where runtime checks were added. It didn't assume in that case either. It did a well defined thing: add checks. > If it's not the case in Release mode, does that mean semantics are different between Debug and Release? Strictly speaking, the language doesn't know about "release mode", as that's a Cargo thing. But yes, in practice, the semantics are different based on various things: it could be debug vs release, it could also be flags that control the behavior. But that's still distinct from "undefined behavior" as a concept. The behavior is well defined, with multiple possible options for behaviors. |
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You can tune a C compiler as well to have a very specific defined behaviour for integer overflow. You can add -fwrapv or you can add UBSAN.
The user never intended overflow to happen, because if they did, they could have used something like __builtin_mul_overflow() or whatever. Or they are an emotionally unstable user with destructive tendencies. The user also never intended the program to abort with a (nicely formatted) error message, unless they are a very very sad depressed nihilistic user who also never runs their program in Release mode.
To say that overflow would be defined in Rust is at least half a lie. We could agree that cargo has a choice of diagnostic policy though, a policy how to handle what is essentially a state with no defined or useful path forward, or in other words, UB.
Throwing errors might be a wanted property to detect oversights. C ecosystem has UBSAN too! But essentially the same is still true: Basic arithmetic operations are not closed over the numbers 0..2^N. Rust doesn't have a (unique and useful) definition for those operations for a subset of numbers. Even if you claim the operations are defined (say wrapping arithmetic in Release mode), it's not what the programmer wants. Probably the majority of algorithms work over natural numbers or integer numbers. These algorithms don't work when the arithmetic on integers modulo 2^N.
So the user has to constrain the set of valid inputs, and do manual sanitization, just like in C.