I suppose it would help to search. I found this thread from 2006 which seems to answer my question (with an answer I'm not fond of [;)]):
If you really need it, you can use this inline syntax (it is used in standard library for operators):
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> type foo() = member f.id (a: int) = a + 1 let f = foo();; type foo = class end with new : unit -> foo member id : a:int -> int end val f : foo > let inline id_of (s: ^src) (x: 'a) : 'b = (^src : (member id : 'a -> 'b)(s, x));; val inline id_of : ^src -> 'a -> 'b when ^src : (member id : ^src * 'a -> 'b) > id_of f 4;; val it : int = 5
That's kinda neat, and appears to work, but I don't really understand what it's doing. Is there a description of that technique somewhere?
The inline keyword is probably covered in Expert F#. However, it is intended for individual non-recursive functions and will not scale to anything more significant. So it is not intended to be a replacement for a structurally-typed object system!
You may also try using reflection but that will not provide the static typing that OCaml does.
Oh, found it in my PDF copy of the book. "inline" isn't in the index of my hard copy, so I hadn't seen it before.
It even explains the
1
(^src: (member...))
thing which previously looked like gibberish to me.
Thanks.
MrKurt, using "inline / member" will only be helpful in limited circumstances (IMHO).
Besides the option of using .NET reflection, there are two general mechanisms in F# for working across several types:
1. Define an interface, and implement it on each type; OR
2. Wrap the types into a DU, and define a function that uses match to handle each of the types.
Here is (1) an "interface" solution:
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#light type has_foobar = abstract foo: unit -> string abstract bar: int -> int type ta() = member x.foo() = "my name is a" member x.bar (n:int) = n + n with interface has_foobar with member x.foo() = x.foo() // Invoke the member above. member x.bar n = x.bar n // Invoke the member above. type tb() = member x.foo() = "my name is b" member x.bar (n:int) = n * n with interface has_foobar with member x.foo() = x.foo() // Invoke the member above. member x.bar n = x.bar n // Invoke the member above. // These functions accept either ta or tb. let foo fb = (fb :> has_foobar).foo() let bar fb (n:int) = (fb :> has_foobar).bar n // --- Define test data --- let a = new ta() let b = new tb()
And here is (2) a "DU wrapper" solution:
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#light type ta() = member x.foo() = "my name is a" member x.bar (n:int) = n + n type tb() = member x.foo() = "my name is b" member x.bar (n:int) = n * n type wrap = | Ta of ta | Tb of tb // These functions accept a wrapped ta or tb. let foo (w:wrap) = match w with | Ta a -> a.foo() | Tb b -> b.foo() let bar (w:wrap) (n:int) = match w with | Ta a -> a.bar(n) | Tb b -> b.bar(n) // --- Define test data --- let a = Ta (new ta()) let b = Tb (new tb())
Comparing these two approaches, (1)'s advantage is that defining data is simple: "new ta()".
(2)'s advantage is that it can be added independently of the type definitions; however usage requires wrapping the objects, so definition becomes: "Ta (new ta())"
Either way, once the basic functions "foo x" and "bar x n" are defined, the two approaches can be used identically:
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// A function that invokes both foo and bar. let foobar x (n:int) = (foo x, bar x n) let pam msg a = printfn "%s = %A" msg a foo a |> pam "foo a" foo b |> pam "foo b" bar a 5 |> pam "bar a 5" bar b 5 |> pam "bar b 5" foobar a 5 |> pam "foobar a 5" foobar b 5 |> pam "foobar b 5" printf "----- Done: Press any key. -----" System.Console.ReadKey(false) |> ignore
Wouldn't you prefer something similar to the OCaml syntax, though? I sure would.
Having to keep interfaces in sync with the actual classes I'm writing annoys me. A more implicit mechanism would go a long way to keeping my code simple and expressive, I think.
I think the problem is that .Net is based on nominative subtyping, not structural subtyping.
Of course it's still possible. A structural type could be implemented e.g. as a record of functions under the cover, but haven't heard that something like this is planned.
Oh, and if I understand what I'm reading correctly, something like this works in OCaml:
1
let id_of v = v#id
That's what I want. [:)]
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Forgive me for being relatively nubile here, but I'm not 100% sure what terms to use for what I'm asking about. I *think* structural subtyping covers it, so I'll start with that:
Are there plans to support structural subtyping in F#? That is, will we ever be able to constrain function arguments by the methods those arguments implement?