• bearophile <bearophileHUGS lycos.com> Jun 11 2009
• Ellery Newcomer <ellery-newcomer utulsa.edu> Jun 11 2009
• BCS <none anon.com> Jun 11 2009
• Ellery Newcomer <ellery-newcomer utulsa.edu> Jun 11 2009
• BCS <none anon.com> Jun 11 2009

bearophile <bearophileHUGS lycos.com> writes:

I'm trying to convert to D2 the following (quite simplified up) Python code,
that implements a trampoline to run tail-call functions with no stack overflow:

# Python code
# *args means almost all the arguments
def trampoline(fun, *args):
    thunk = lambda : fun(*args)
    while True:
        (thunk, result) = thunk()
        if thunk is None:
            return result

# a tail-recursive function
def summer(n, p = 1):
    if n >= 2:
        return (lambda n=n, p=p: summer(n-1, n+p), None)
    else:
        return (None, p)

assert trampoline(summer, 1000) == 500500


My D2 version so far (doesn't work):

// D2 + Phobos2 code
import std.typecons: tuple;
import std.stdio: writeln;

int trampoline(TyFun, TyTuple)(TyFun fun, TyTuple args) {
    auto thunk = { fun(args.tupleof) };
    while (true) {
        auto pair = thunk();
        thunk = pair.field[0];
        auto result = pair.field[1];
        if (thunk is null)
            return result;
    }
}

auto summer(int n, int p=1) {
    if (n >= 2)
        return tuple((int n=n, int p=p){return summer(n-1, n+p);}, 0);
    else
        return tuple(null, p);
}

void main() {
    writeln(trampoline(summer, tuple(1000)));
}

The D2 compiler outputs:
trampoline.d(18): Error: forward reference to inferred return type of function
call summer(n - 1,n + p)
Can that D2 code be fixed?

Bye,
bearophile

Ellery Newcomer <ellery-newcomer utulsa.edu> writes:

bearophile wrote:
 I'm trying to convert to D2 the following (quite simplified up) Python code,
that implements a trampoline to run tail-call functions with no stack overflow:
 
 # Python code
 # *args means almost all the arguments
 def trampoline(fun, *args):
     thunk = lambda : fun(*args)
     while True:
         (thunk, result) = thunk()
         if thunk is None:
             return result
 
 # a tail-recursive function
 def summer(n, p = 1):
     if n >= 2:
         return (lambda n=n, p=p: summer(n-1, n+p), None)
     else:
         return (None, p)
 
 assert trampoline(summer, 1000) == 500500
 
 
 My D2 version so far (doesn't work):
 
 // D2 + Phobos2 code
 import std.typecons: tuple;
 import std.stdio: writeln;
 
 int trampoline(TyFun, TyTuple)(TyFun fun, TyTuple args) {
     auto thunk = { fun(args.tupleof) };
     while (true) {
         auto pair = thunk();
         thunk = pair.field[0];
         auto result = pair.field[1];
         if (thunk is null)
             return result;
     }
 }
 
 auto summer(int n, int p=1) {
     if (n >= 2)
         return tuple((int n=n, int p=p){return summer(n-1, n+p);}, 0);
     else
         return tuple(null, p);
 }
 
 void main() {
     writeln(trampoline(summer, tuple(1000)));
 }
 
 The D2 compiler outputs:
 trampoline.d(18): Error: forward reference to inferred return type of function
call summer(n - 1,n + p)
 Can that D2 code be fixed?
 
 Bye,
 bearophile


How DO you define the signature of a function that returns itself?

And FYI, dmd handles your particular example recursively just fine. But
you probably know that.

That aside, this is about the best that I can get:

int trampoline (TyFun, TyTuple) (TyFun fun, TyTuple targs){
    while (1){
        auto pair = fun(targs.tupleof[0..2]);
        fun = pair.field[0];
        int result = pair.field[1];
        targs = tuple(pair.tupleof[2..4]);
        if(fun is null){
            return result;
        }
    }
}

class Durr{
    alias summer opCall;
    Tuple!(Durr,int,int,int) summer(int n, int p){
        if (n>= 2){
            return tuple(this,0,n-1,n+p);
        }else return tuple(cast(Durr)null,p,0,0);
    }
}

BCS <none anon.com> writes:

Hello Ellery,

 bearophile wrote:
 
 I'm trying to convert to D2 the following (quite simplified up)
 Python code, that implements a trampoline to run tail-call functions
 with no stack overflow:




 How DO you define the signature of a function that returns itself?
 


Last I checked, you can't. Make it return a struct that has itself.

Ellery Newcomer <ellery-newcomer utulsa.edu> writes:

BCS wrote:
 Hello Ellery,
 
 bearophile wrote:

 I'm trying to convert to D2 the following (quite simplified up)
 Python code, that implements a trampoline to run tail-call functions
 with no stack overflow:




 How DO you define the signature of a function that returns itself?


 Last I checked, you can't. Make it return a struct that has itself.
 
 

BCS <none anon.com> writes:

Hello Ellery,

 BCS wrote:
 
 Hello Ellery,
 
 bearophile wrote:
 
 I'm trying to convert to D2 the following (quite simplified up)
 Python code, that implements a trampoline to run tail-call
 functions with no stack overflow:
 




 
 How DO you define the signature of a function that returns itself?
 


 


 


I never bothered understanding what the OP's code does but to answered the 
question you asked: this is the closest I have seen to a function that can 
return (a pointer to) itself:


struct S { S function(int) fn; }

S foo(int i) { return S(&foo); }