"Incomplete pattern matches" warning with when guards on clearly complete patterns

[Thorium]

I propose that the compiler would check the when-guard conditions on basic Boolean algebra level so that there wouldn't be warning of FS0025 "Incomplete pattern matches on this expression" if there is clearly logically no incomplete pattern.

The existing way of F# is to raise warning, for example:

The current workaround is to add there a "never"-option, but this also means the check is done on run-time and not on compile-time.

let f x =
    match x with
    | a when a >= 0 -> 1
    | a when a < 0 -> 2
    | never -> failwith "should never happen"

I could just leave the last guard away, but for the the source-code readability it would be nice to be able to have it. So that the next developer understands what is the last "else" condition all about.

I get it that sometimes it's impossible to tell, but if you have when-conditions with the complete space like

• when (myBool) and when (not myBool)
• when y <= x and when y > x

...then it's totally possible to know.

Extra information

Estimated cost (XS, S, M, L, XL, XXL): Sorry, I have no idea...

Related suggestions: This is so obvious issue I thought there is already suggestion, but I just couldn't find any.

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[brianrourkeboll]

What if someone shadowed not or the equality, comparison, or Boolean operators? What if someone defined misbehaving equality or comparison implementations on their own types? What if myBool was a mutable value that got mutated on another thread between the first and second when?

I think that such considerations would probably mean that this would be limited to types and operators well-known to the compiler — maybe even just primitives, since otherwise any nested value in an object graph participating in equality or comparison could invalidate the guarantee.

[vzarytovskii]

Basically as Brian mentioned - we can't really guarantee how does "when" part behave at runtime vs compile time.

[Thorium]

How does the normal match (without when guards) goes around this issue? What if you override op-equality and GetHashcode with random variables?

I guess my issue is rather design: if it would be clear that you must write the default case last... But my thought process eagerly thinks the most interesting and probable case first. Then it's bit un-intuitive to remove guards and add other cases from bottom-up direction:

match myVal with
| x when x >= minValue && x <= maxValue -> // oh no this is the base-case and should be last

[T-Gro]

I could imagine a simplified version of this for a condExpression and not(condExpression), when using the FSharp.Core's not function. But if this is the case, a nested match will do just as well.

As soon as operators, arithmetic's or runtime calls are involved ( = the practical cases), I agree with @brianrourkeboll comment above.

I would also add to the list of workarounds that active patterns can help with the stated problem and still maintain totality of compiler checking:

let inline (|PositiveOrZero|Negative|) x = if x >= 0 then PositiveOrZero else Negative

let f x =
    match x with
    | PositiveOrZero -> 1
    | Negative -> 2