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Comment by simonbyrne | Hacker News Reader

I agree that would be great. The crude answer is: make it easier for a computer to figure out what will happen when you run the code.

The example I usually use is allowing integers to overflow, instead of automatically promoting to arbitrary precision (Python), or converting to a sentinel value (R). Integers are used in a _lot_ of places, so inserting these checks (or worse, access to heap-allocated memory) makes it difficult to optimise. (throwing an error might be a reasonable alternative in some cases).

Another is that you make it easier for the compiler to figure out things about an object, such as its size (e.g. you can declare the types of the fields of a Julia struct) and whether or not it can be mutated (immutable objects are easier to optimise).

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I wouldn't use that as a primary example (allowing integers to overflow), because one of the great things about Julia is that it is incredibly easy to define your own types that will simply work, that for example, do checked arithmetic on integers (SaferIntegers.jl, I think is one, or don't want a limit (BigInt, which is included in Julia). Julia gives the programmer the choice, and not only that, allows the programmer to create their own choices.

> The example I usually use is allowing integers to overflow, instead of automatically promoting to arbitrary precision (Python), or converting to a sentinel value (R).

IIRC Julia used to automatically promote integers, is this the main reason why this was dropped?

No, I don't believe integers ever promoted on overflow (or at least not since 2012).

If an operation involves two different integer types, they do promote to the larger one (i.e. an Int64 + a BigInt will give a BigInt).

Oh no, I'm very certain of this: I distinctly recall a github issue where people complained that addding two 32bit integers resulted in a 64bit integer, which was justified as giving more correct answers due to potential integer overflow.

You're talking about different types of promotion. `Int32 + Int32` did once upon a time give an `Int64` on 64-bit systems. However, that was true regardless of the values of those integers—it was entirely predictable from their types alone. The type of promotion that's being talked about here is promoting `Int + Int` to `BigInt` but only when the values being added are too big to be stored in an `Int`. Julia has never done that.

Ah, ok. I can imagine that that is more JIT-friendly.

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