This commit is contained in:
2026-08-17 16:17:53 -06:00
parent c3c4866fa8
commit 2914774ef5
10 changed files with 284 additions and 20 deletions
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#+title: ABI
largely based on the Guile Hoot's [[https://codeberg.org/spritely/hoot/src/branch/main/design/ABI.md][ABI]].
* calling convention
** non-tail calls
- set the global variable ~$current-closure~ to the callee's closure.
- load arguments into globals ~$arg0~, ~$arg1~, ~$arg2~, …
- push return continuation onto ~$cont-stack~
* scratchpad
#+begin_src scheme
;; Scheme source
(define (silly f g h x)
(f (h x) (g x)))
;; continuation-passing style
(define (silly f g h x ktail)
(h x (κ (x0)
(g x (κ (x1)
(f x0 x1 ktail))))))
;; with explicit stacks
(define (silly)
(define f (pop!))
(define g (pop!))
(define h (pop!))
(define x (pop!))
(define ktail (pop-cont!))
(push-cont! (κ (x0)
(define x* (pop!))
(define g* (pop!))
(push-cont! (κ (x1)
(define f* (pop!))
(define x0* (pop!))
(push-cont! ktail)
(push! x0*)
(push! x1)
(call! f)))
(push! x*)
(call! g)))
(push! x)
(call! h))
#+end_src
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#+title: closure-conversion
the closure-conversion phase makes closed-over variables explicit by addition of the primitive ~make-closure~, taking a code pointer (in the CPS language, bare lambda) and the environment.
* scratchpad
#+begin_src scheme
(letrec ((make-adder
(lambda (n)
(lambda (x)
(+ n x)))))
((make-adder 3) 2))
#+end_src
#+begin_src scheme
(define add-code
(lambda (n env)
(+ n (env-ref env 'x))))
(define make-adder-code
(lambda (n)
(make-closure add-code ('x n))))
(define make-adder (make-closure make-adder-code))
(apply-closure (apply-closure make-addder 3) 2)
#+end_src
#+begin_src wat
(module
(type $heap-object (sub (struct (field $hash (mut i32)))))
(type $closure (sub $heap-object
(struct (field $hash (mut i32))
(field $code (ref $cont-type)))))
(type $closure1 (sub $closure
(struct (field $hash (mut i32))
(field $code (ref $cont-type))
(field $env0 (ref eq)))))
(global $arg0 (mut (ref null eq)) (ref.null eq))
(global $arg1 (mut (ref null eq)) (ref.null eq))
(global $arg2 (mut (ref null eq)) (ref.null eq))
(global $arg3 (mut (ref null eq)) (ref.null eq))
(global $arg4 (mut (ref null eq)) (ref.null eq))
(global $arg5 (mut (ref null eq)) (ref.null eq))
;; ⋮
;; (global $argn (mut (ref null eq)) (ref.null eq))
(global $current-closure (mut (ref null $closure)) (ref.null $closure))
(func $add-code (param $nargs i32)
(local $n (ref eq))
(local $x (ref eq))
(local.set $n (global.get $arg0))
(local.set $x (struct.get $closure1
(global.get $current-closure)
$env0))
(return (i32.add $n $x)))
(func $make-adder-code (param $nargs i32)
(local $n (ref eq))
(local.set $n (global.get $arg0))
(return (struct.new $closure1
0
$add-code)))
(func $main
(local.set $make-adder
(struct.new $closure
0
$make-adder-code))
(global.set $current-closure $make-adder)
(global.set $arg0 (i32.const 3))
(local.set $f (call (struct.get $closure
$make-adder
$code)
1))
(global.set $current-closure $f)
(global.set $arg0 (i32.const 2))
(return (call (struct.get $closure
$f
$code)
1))))
#+end_src
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#+title: assorted notes on compilation
* letrec
consider:
#+begin_src scheme
(letrec ((even? (lambda (n)
(if (zero? n)
#t
(odd? (- n 1)))))
(odd? (lambda (n)
(if (zero? n)
#f
(even? (- n 1))))))
(even? 12))
#+end_src
#+RESULTS:
: #t
since ~letrec~ is a primitive construct in the CPS language, the translation of mutually recursive functions is straightforward:
#+begin_src scheme
(define (-& x y k) (k (- x y)))
(define (zero?& x k) (k (zero? x)))
(define (halt x) x)
(letrec ((even? (lambda (n ktail)
(zero?& n
(lambda (x1)
(if x1
#t
(-& n 1
(lambda (x2)
(odd? x2 ktail))))))))
(odd? (lambda (n ktail)
(zero?& n
(lambda (x1)
(if x1
#f
(-& n 1
(lambda (x2)
(even? x2 ktail)))))))))
(even? 12 halt))
#+end_src
#+RESULTS:
: #t
however, Scheme permits ~letrec~-expressions with non-lambda right-hand sides, while the CPS language permits only kappa and lambda forms. thus, the handling of these forms is less trivial.
for now we'll just reject any ~letrec~ forms with non-lambda right-hand sides, lol. they aren't very important.