From: "Dmitry A. Kazakov" <mailbox@dmitry-kazakov.de>
Subject: Re: Ada202X : Adding functors
Date: Fri, 16 Nov 2012 18:44:47 +0100
Date: 2012-11-16T18:44:47+01:00 [thread overview]
Message-ID: <1a6o8r3qx00mt.q6xayy8lqwr4$.dlg@40tude.net> (raw)
In-Reply-To: V_ydnYxuOZI2sjvNRVn_vwA@giganews.com
On Fri, 16 Nov 2012 07:20:58 -0500, Peter C. Chapin wrote:
> On 11/16/2012 03:59 AM, Dmitry A. Kazakov wrote:
>
>> type T is tagged ...
>> procedure Operation (X : T);
>>
>> There is only one instance of Operation for T. This is easy when Operation
>> is not an object. Once you make it an object, there could possibly be more
>> than one instance of.
>>
>> X : T'Class;
>> begin
>> X.Operation; -- Which one instance is called here?
>
> Isn't this an issue even without first class functions? It sounds like
> you are talking about dynamic dispatch... an OOP issue, not a functional
> issue. I guess I'm still not following you.
It is about how many instances of primitive
procedure (X : T)
are allowed to exist. It is different from dispatch which selects instances
of different functional types. E.g.
procedure (X : T)
procedure (X : S)
S /= T
>>> def filter(someList: List[Int], predicate: Int => Boolean) = ...
>>>
>>> This defines a function 'filter' that takes a list of integers and a
>>> function from Int to Boolean. The notation 'Int => Boolean' is a
>>> function type. And yes, you can write types like
>>>
>>> (Int => Boolean) => String
>>>
>>> for functions taking a (function from Int to Boolean) and returning
>>> String. It's no big deal.
>>
>> Can I inherit it?
>
> Yes.
>
> class MyClass extends (Int => Boolean) => String {
> // ...
> }
And the semantics of? Considering this:
type T is tagged ...
procedure Operation (X : T);
procedure Operation_1 (X : T) is new Operation (X : T) with ...;
would mean what?
>> Override it?
>
> Not sure what you mean by this.
1. When you inherit from Operation you inherit higher-order functions
defined on Operation (not on T). May I override them?
2. Let I inherited from Operation and overrode Operation in T. What
happens?
3. The class of operations derived from:
procedure (X : T)
is
procedure (X : T)'Class
What is the semantics of? In which relation is it with
procedure (X : T'Class)
procedure (X : T'Class)'Class
>> Which are the classes of types
>>
>> (Int => Boolean) => String
>>
>> operates on?
>
> Scala treats function types as classes with a special 'apply' method.
This is equivalent to Ada's access to subprogram. But I suggest that
"apply" cannot be overridden just like Ada's all cannot. Which flattens the
type structure. The recursion is killed because "apply" or "all" are not
really first-class.
--
Regards,
Dmitry A. Kazakov
http://www.dmitry-kazakov.de
next prev parent reply other threads:[~2012-11-16 17:44 UTC|newest]
Thread overview: 44+ messages / expand[flat|nested] mbox.gz Atom feed top
2012-11-12 22:09 Ada202X : Adding functors Martin
2012-11-12 23:14 ` Jeffrey Carter
2012-11-12 23:19 ` Martin
2012-11-13 10:45 ` Georg Bauhaus
2012-11-13 12:08 ` Yannick Duchêne (Hibou57)
2012-11-13 12:35 ` Martin
2012-11-12 23:44 ` Adam Beneschan
2012-11-13 2:11 ` Jeffrey Carter
2012-11-13 11:11 ` Martin
2012-11-14 0:51 ` Adam Beneschan
2012-11-14 8:39 ` Martin
2012-11-14 16:54 ` Adam Beneschan
2012-11-14 18:54 ` Martin
2012-11-14 20:37 ` Dmitry A. Kazakov
2012-11-14 20:57 ` Shark8
2012-11-14 21:31 ` Martin
2012-11-14 22:42 ` Adam Beneschan
2012-11-15 9:27 ` Dmitry A. Kazakov
2012-11-14 21:45 ` Simon Wright
2012-11-14 22:22 ` Martin
2012-11-14 22:27 ` Martin
2012-11-13 4:22 ` Shark8
2012-11-15 0:20 ` sbelmont700
2012-11-15 7:12 ` Martin
2012-11-15 12:21 ` Georg Bauhaus
2012-11-15 12:31 ` Georg Bauhaus
2012-11-15 12:46 ` Martin
2012-11-16 6:15 ` Randy Brukardt
2012-11-15 10:11 ` Dmitry A. Kazakov
2012-11-15 15:52 ` Peter C. Chapin
2012-11-15 17:04 ` Dmitry A. Kazakov
2012-11-15 19:57 ` Georg Bauhaus
2012-11-15 20:39 ` Dmitry A. Kazakov
2012-11-16 0:15 ` Peter C. Chapin
2012-11-16 10:12 ` Georg Bauhaus
2012-11-16 0:01 ` Peter C. Chapin
2012-11-16 6:09 ` Randy Brukardt
2012-11-16 12:35 ` Peter C. Chapin
2012-11-16 18:10 ` Martin
2012-11-16 8:59 ` Dmitry A. Kazakov
2012-11-16 12:20 ` Peter C. Chapin
2012-11-16 17:44 ` Dmitry A. Kazakov [this message]
2012-11-18 15:58 ` Peter C. Chapin
2012-11-15 21:34 ` sbelmont700
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