Encapsulation my friend, encapsulation. Just make a general sketch and leave the details a bit. Then write the details. Besides, you've already done it! Just s/CL/Arc/ your posted article, then s/compile to Arc/compile to assembly/
Sure GC is nontrivial, but Boehm's GC is not bad at all. And if you really need continuations/tail recursion than make everything continuation passing style (you'll probably need to anyway). And I'm sure raymyers' treeparse can help in the reader department.
(IMO the difficulty here in itself is probably the assembly code you'll emit for a given piece of code, not reader/GC/conts/tailrec)
Remember, CL is by itself not so similar to Scheme that you can directly use its reader, as well as its execution model, in your final product. You'll write your own Arc reader in CL anyway (in CL 'arc == 'ARC, in arc 'arc != 'ARC), so you might as well (tada!) write it in Arc and compile it down to assembly. You'll need conts and no, you can't trust CL enough to handle tailrecs.
(Hmm. Maybe I shouldn't be advising you, maybe I should be doing this myself to steal your thunder ^^)
CL reader is highly extendable and you can tell it to be case sensitive: (setf (readtable-case readtable) 'sensitive), if I remember correctly. It's possible, I think, to use it to read Arc code.
But assuming it works in some form or other, it should remove most of the need to write a custom reader. Though there is still the issue of (for example) complex number syntax, etc.
It's in the standard (CLTL2). You can fix everything, because you can tell the reader to use your own functions on particulars characters, as an example this is a piece of code that lets you use Arc [... _ ...] syntax in Common Lisp:
So would you use the existing (C/C++) implementation of Boehm GC? If so then doesn't that make this not completely implemented in Arc? If not then that's one more piece to write (although I guess it isn't too difficult to translate code that's already been written in another language).
Yes, the assembly part of it looks difficult to me. When I look at Arc or Lisp code I don't see any way to translate that to native code. Obviously has been done, I'm just not educated on such matters.
You have a good point about the reader, I should probably add that to my proposal. And writing it in Arc would be an interesting exercise.
And can't I trust CL about tail recursion? Most decent implementations do tail recursion, right? And can't I tell people to stay away from those that don't?
But suppose I can't trust CL to do tail recursion. What am I supposed to do about it?
> So would you use the existing (C/C++) implementation of Boehm GC? If so then doesn't that make this not completely implemented in Arc?
And neither is Linux completely implemented in C, and C compilers written in C are not completely implemented in C, because bits and pieces of the libraries they link their code to are written in assembly.
> Yes, the assembly part of it looks difficult to me. When I look at Arc or Lisp code I don't see any way to translate that to native code. Obviously has been done, I'm just not educated on such matters.
The Lambda the Lutimate papers are a good place to start if you're interested - they include some hand-written assembly code equivalents to Scheme/Lisp code, largely function calls and prefix/suffix. Given that the most basic axioms of Arc include (fn ...) and a function call syntax, this would be quite of interest.
> But suppose I can't trust CL to do tail recursion. What am I supposed to do about it?
"Yes, the assembly part of it looks difficult to me. When I look at Arc or Lisp code I don't see any way to translate that to native code. Obviously has been done, I'm just not educated on such matters."
I found a good link / tutorial about how to compile a subset of Scheme to C language. The compiler is about 800 lines of Gambit Scheme (blank lines included) and even deals with tail-recursion and continuations ! (well, that's based on the lambda papers...)
No GC, but you can use Boehm and have one for free.
I think I'll just say that CL-Arc is only compatible with the subset of CL implementation that do tail recursion. (Which happens to be all the implementations I would consider using anyways.)
