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Add "cps2" experiment

* module/Makefile.am: Add new file to makefile.
* module/language/cps/simplify2.scm: New file.
This commit is contained in:
Andy Wingo 2015-03-15 12:48:47 +01:00
parent 49cc76ab75
commit eb9d442840
2 changed files with 748 additions and 0 deletions

View file

@ -141,6 +141,7 @@ CPS_LANG_SOURCES = \
language/cps/self-references.scm \
language/cps/slot-allocation.scm \
language/cps/simplify.scm \
language/cps/simplify2.scm \
language/cps/spec.scm \
language/cps/specialize-primcalls.scm \
language/cps/type-fold.scm \

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@ -0,0 +1,747 @@
;;; Continuation-passing style (CPS) intermediate language (IL)
;; Copyright (C) 2013, 2014, 2015 Free Software Foundation, Inc.
;;;; This library is free software; you can redistribute it and/or
;;;; modify it under the terms of the GNU Lesser General Public
;;;; License as published by the Free Software Foundation; either
;;;; version 3 of the License, or (at your option) any later version.
;;;;
;;;; This library is distributed in the hope that it will be useful,
;;;; but WITHOUT ANY WARRANTY; without even the implied warranty of
;;;; MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
;;;; Lesser General Public License for more details.
;;;;
;;;; You should have received a copy of the GNU Lesser General Public
;;;; License along with this library; if not, write to the Free Software
;;;; Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301 USA
;;; Commentary:
;;;
;;; The fundamental lambda calculus reductions, like beta and eta
;;; reduction and so on. Pretty lame currently.
;;;
;;; Code:
(define-module (language cps simplify2)
#:use-module (ice-9 match)
#:use-module (srfi srfi-1)
#:use-module (srfi srfi-11)
#:use-module (srfi srfi-26)
#:use-module (language cps)
#:use-module (language cps intset)
#:use-module (language cps intmap)
#:export (simplify2))
;; advantages of cps2: little recursion so evaluator doesn't consume too
;; much stack at boot time, rewriting can share more state for conts
;; that don't need rewrites, transformations can use dominators instead
;; of scoping approximation, redomination isn't a thing that needs to
;; happen, more functional techniques... easy detection of when no
;; transformation is necessary, transform-conts...
(define-syntax build-term
(syntax-rules (unquote $rec $continue)
((_ (unquote exp))
exp)
((_ ($continue k src exp))
(build-cps-term ($continue k src exp)))))
(define-syntax-rule (build-cont-body cont)
(match (build-cps-cont (#f cont))
(($ $cont k x) x)))
(define-syntax build-cont
(syntax-rules (unquote $kreceive $kargs $kfun $ktail $kclause)
((_ (unquote exp))
exp)
((_ ($kreceive req rest kargs))
(build-cont-body ($kreceive req rest kargs)))
((_ ($kargs (name ...) (unquote syms) body))
(build-cont-body ($kargs (name ...) (unquote syms)
,(build-term body))))
((_ ($kargs (name ...) (sym ...) body))
(build-cont-body ($kargs (name ...) (sym ...) ,(build-term body))))
((_ ($kargs names syms body))
(build-cont-body ($kargs names syms ,(build-term body))))
((_ ($kfun src meta self ktail kclause))
(build-cont-body ($kfun src meta self ,ktail ,kclause)))
((_ ($ktail))
(build-cont-body ($ktail)))
((_ ($kclause arity cont alternate))
(build-cont-body ($kclause arity ,cont ,alternate)))))
(define-syntax-rule (rewrite-term x (pat term) ...)
(match x
(pat (build-term term))
...))
(define-syntax-rule (rewrite-cont x (pat cont) ...)
(match x
(pat (build-cont cont))
...))
(define (fun->conts fun)
(define conts empty-intmap)
(define (visit-cont-body cont)
(rewrite-cont cont
(($ $kargs names syms body)
($kargs names syms ,(visit-term body)))
(($ $kfun src meta self tail clause)
($kfun src meta self (visit-cont tail)
(and clause (visit-cont clause))))
(($ $kclause arity body alternate)
($kclause ,arity (visit-cont body)
(and alternate (visit-cont alternate))))
(($ $kreceive)
,cont)
(($ $ktail)
,cont)))
(define (visit-cont cont)
(match cont
(($ $cont label cont)
(let ((cont (visit-cont-body cont)))
(set! conts (intmap-add! conts label cont)))
label)))
(define (visit-term term)
(match term
(($ $letk conts body)
(for-each visit-cont conts)
(visit-term body))
(($ $continue k src (and ($ $fun) fun))
(build-term ($continue k src ,(visit-fun fun))))
(($ $continue k src ($ $rec names syms funs))
(build-term ($continue k src ($rec names syms (map visit-fun funs)))))
(($ $continue k src exp)
term)))
(define (visit-fun fun)
(rewrite-cps-exp fun
(($ $fun body)
($fun ,(visit-cont body)))))
(let ((kfun (visit-cont fun)))
(values (persistent-intmap conts) kfun)))
(define (compute-function-body conts kfun)
(persistent-intset
(let visit-cont ((label kfun) (labels empty-intset))
(cond
((intset-ref labels label) labels)
(else
(let ((labels (intset-add! labels label)))
(match (intmap-ref conts label)
(($ $kreceive arity k) (visit-cont k labels))
(($ $kfun src meta self ktail kclause)
(let ((labels (visit-cont ktail labels)))
(if kclause
(visit-cont kclause labels)
labels)))
(($ $ktail) labels)
(($ $kclause arity kbody kalt)
(if kalt
(visit-cont kalt (visit-cont kbody labels))
(visit-cont kbody labels)))
(($ $kargs names syms ($ $continue k src exp))
(visit-cont k (match exp
(($ $branch k)
(visit-cont k labels))
(($ $callk k)
(visit-cont k labels))
(($ $prompt escape? tag k)
(visit-cont k labels))
(_ labels)))))))))))
(define-inlinable (fold1 f l s0)
(let lp ((l l) (s0 s0))
(match l
(() s0)
((elt . l) (lp l (f elt s0))))))
(define-inlinable (fold2 f l s0 s1)
(let lp ((l l) (s0 s0) (s1 s1))
(match l
(() (values s0 s1))
((elt . l)
(call-with-values (lambda () (f elt s0 s1))
(lambda (s0 s1)
(lp l s0 s1)))))))
#;
(define (intset-fold f set seed)
(let lp ((i 0) (seed seed))
(match (intset-next set i)
(#f seed)
(i (lp (1+ i) (f i seed))))))
#;
(define (intset-fold2 f set s0 s1)
(let lp ((i 0) (s0 s0) (s1 s1))
(match (intset-next set i)
(#f (values s0 s1))
(i (call-with-values (lambda () (f i s0 s1))
(lambda (s0 s1)
(lp (1+ i) s0 s1)))))))
(define (intset->intmap f set)
(persistent-intmap
(intset-fold (lambda (label preds)
(intmap-add! preds label (f label)))
set empty-intmap)))
#;
(define (intmap-fold f map seed)
(let lp ((i 0) (seed seed))
(match (intmap-next map i)
(#f seed)
(i (lp (1+ i) (f i (intmap-ref map i) seed))))))
(define* (compute-predecessors conts kfun #:key
(labels (compute-function-body conts kfun)))
(define (meet cdr car)
(cons car cdr))
(define (add-preds label preds)
(define (add-pred k preds)
(intmap-add! preds k label meet))
(match (intmap-ref conts label)
(($ $kreceive arity k)
(add-pred k preds))
(($ $kfun src meta self ktail kclause)
(add-pred ktail (if kclause (add-pred kclause preds) preds)))
(($ $ktail)
preds)
(($ $kclause arity kbody kalt)
(add-pred kbody (if kalt (add-pred kalt preds) preds)))
(($ $kargs names syms ($ $continue k src exp))
(add-pred k
(match exp
(($ $branch k) (add-pred k preds))
(($ $prompt _ _ k) (add-pred k preds))
(_ preds))))))
(persistent-intmap
(intset-fold add-preds labels
(intset->intmap (lambda (label) '()) labels))))
(define (worklist-fold f in out)
(if (eq? in empty-intset)
out
(call-with-values (lambda () (f in out))
(lambda (in out)
(worklist-fold f in out)))))
(define (worklist-fold2 f in out0 out1)
(if (eq? in empty-intset)
(values out0 out1)
(call-with-values (lambda () (f in out0 out1))
(lambda (in out0 out1)
(worklist-fold2 f in out0 out1)))))
(define* (compute-tail-path-lengths conts kfun preds)
(define (add-lengths labels lengths length)
(intset-fold (lambda (label lengths)
(intmap-add! lengths label length))
labels
lengths))
(define (compute-next labels lengths)
(intset-fold (lambda (label labels)
(fold1 (lambda (pred labels)
(if (intmap-ref lengths pred)
labels
(intset-add! labels pred)))
(intmap-ref preds label)
labels))
labels
empty-intset))
(define (visit labels lengths length)
(let ((lengths (add-lengths labels lengths length)))
(values (compute-next labels lengths) lengths (1+ length))))
(match (intmap-ref conts kfun)
(($ $kfun src meta self tail clause)
(worklist-fold2 visit (intset-add empty-intset tail) empty-intmap 0))))
;; Topologically sort the continuation tree starting at k0, using
;; reverse post-order numbering.
(define (sort-labels-locally conts k0 path-lengths)
(let ((order '())
(visited empty-intset))
(define (visit k)
(define (maybe-visit k)
(unless (intset-ref visited k)
(visit k)))
(define (visit-successors k)
(match (intmap-ref conts k)
(($ $kargs names syms ($ $continue k src exp))
(match exp
(($ $prompt escape? tag handler)
(maybe-visit handler)
(maybe-visit k))
(($ $branch kt)
;; Visit the successor with the shortest path length
;; to the tail first, so that if the branches are
;; unsorted, the longer path length will appear
;; first. This will move a loop exit out of a loop.
(let ((k-len (intmap-ref path-lengths k))
(kt-len (intmap-ref path-lengths kt)))
(cond
((if kt-len
(or (not k-len)
(< k-len kt-len)
;; If the path lengths are the
;; same, preserve original order
;; to avoid squirreliness.
(and (= k-len kt-len) (< kt k)))
(if k-len #f (< kt k)))
(maybe-visit k)
(maybe-visit kt))
(else
(maybe-visit kt)
(maybe-visit k)))))
(_
(maybe-visit k))))
(($ $kreceive arity k) (maybe-visit k))
(($ $kclause arity kbody kalt)
(when kalt (visit kalt))
(maybe-visit kbody))
(($ $kfun src meta self tail clause)
(visit tail)
(when clause (visit clause)))
(_ #f)))
;; Mark this continuation as visited.
(set! visited (intset-add! visited k))
;; Visit unvisited successors.
(visit-successors k)
;; Add k to the reverse post-order.
(set! order (cons k order)))
;; Recursively visit all continuations reachable from k0.
(visit k0)
;; Return the sorted order.
order))
(define (compute-renaming conts kfun)
;; labels := old -> new
;; vars := old -> new
(define *next-label* -1)
(define *next-var* -1)
(define (rename-label label labels)
(set! *next-label* (1+ *next-label*))
(intmap-add! labels label *next-label*))
(define (rename-var sym vars)
(set! *next-var* (1+ *next-var*))
(intmap-add! vars sym *next-var*))
(define (rename label labels vars)
(values (rename-label label labels)
(match (intmap-ref conts label)
(($ $kargs names syms exp)
(fold1 rename-var syms vars))
(($ $kfun src meta self tail clause)
(rename-var self vars))
(_ vars))))
(define (visit-nested-funs k labels vars)
(match (intmap-ref conts k)
(($ $kargs names syms ($ $continue k src ($ $fun kfun)))
(visit-fun kfun labels vars))
(($ $kargs names syms ($ $continue k src ($ $rec names* syms*
(($ $fun kfun) ...))))
(fold2 visit-fun kfun labels vars))
(_ (values labels vars))))
(define (visit-fun kfun labels vars)
(let* ((preds (compute-predecessors conts kfun))
(path-lengths (compute-tail-path-lengths conts kfun preds))
(order (sort-labels-locally conts kfun path-lengths)))
;; First rename locally, then recurse on nested functions.
(let-values (((labels vars) (fold2 rename order labels vars)))
(fold2 visit-nested-funs order labels vars))))
(let-values (((labels vars) (visit-fun kfun empty-intmap empty-intmap)))
(values (persistent-intmap labels) (persistent-intmap vars))))
(define (renumber conts kfun)
(let-values (((label-map var-map) (compute-renaming conts kfun)))
(define (rename-label label)
(or (intmap-ref label-map label) (error "what" label)))
(define (rename-var var)
(or (intmap-ref var-map var) (error "what2" var)))
(define (rename-exp exp)
(rewrite-cps-exp exp
((or ($ $const) ($ $prim)) ,exp)
(($ $closure k nfree)
($closure (rename-label k) nfree))
(($ $fun body)
($fun ,(rename-label body)))
(($ $rec names vars funs)
($rec names (map rename-var vars) (map rename-exp funs)))
(($ $values args)
($values ,(map rename-var args)))
(($ $call proc args)
($call (rename-var proc) ,(map rename-var args)))
(($ $callk k proc args)
($callk (rename-label k) (rename-var proc) ,(map rename-var args)))
(($ $branch kt exp)
($branch (rename-label kt) ,(rename-exp exp)))
(($ $primcall name args)
($primcall name ,(map rename-var args)))
(($ $prompt escape? tag handler)
($prompt escape? (rename-var tag) (rename-label handler)))))
(define (rename-arity arity)
(match arity
(($ $arity req opt rest () aok?)
arity)
(($ $arity req opt rest kw aok?)
(match kw
(() arity)
(((kw kw-name kw-var) ...)
(let ((kw (map list kw kw-name (map rename-var kw-var))))
(make-$arity req opt rest kw aok?)))))))
(persistent-intmap
(intmap-fold
(lambda (old-k new-k out)
(intmap-add!
out
new-k
(rewrite-cont (intmap-ref conts old-k)
(($ $kargs names syms ($ $continue k src exp))
($kargs names (map rename-var syms)
($continue (rename-label k) src ,(rename-exp exp))))
(($ $kreceive ($ $arity req () rest () #f) k)
($kreceive req rest (rename-label k)))
(($ $ktail)
($ktail))
(($ $kfun src meta self tail clause)
($kfun src meta (rename-var self) (rename-label tail)
(and clause (rename-label clause))))
(($ $kclause arity body alternate)
($kclause ,(rename-arity arity) (rename-label body)
(and alternate (rename-label alternate)))))))
label-map
empty-intmap))))
(define (fixpoint f x)
(let ((x* (f x)))
(if (eq? x x*) x* (f x*))))
;; Precondition: For each function in CONTS, the continuation names are
;; topologically sorted.
(define* (compute-idoms* conts kfun)
;; This is the iterative O(n^2) fixpoint algorithm, originally from
;; Allen and Cocke ("Graph-theoretic constructs for program flow
;; analysis", 1972). See the discussion in Cooper, Harvey, and
;; Kennedy's "A Simple, Fast Dominance Algorithm", 2001.
(let ((preds-map (compute-predecessors conts kfun)))
(define (compute-idom idoms preds)
(match preds
(() -1)
((pred) pred) ; Shortcut.
((pred . preds)
(define (common-idom d0 d1)
;; We exploit the fact that a reverse post-order is a
;; topological sort, and so the idom of a node is always
;; numerically less than the node itself.
(let lp ((d0 d0) (d1 d1))
(cond
;; d0 or d1 can be false on the first iteration.
((not d0) d1)
((not d1) d0)
((= d0 d1) d0)
((< d0 d1) (lp d0 (intmap-ref idoms d1)))
(else (lp (intmap-ref idoms d0) d1)))))
(fold1 common-idom preds pred))))
(define (adjoin-idom label preds idoms)
(let ((idom (compute-idom idoms preds)))
;; Don't use intmap-add! here.
(intmap-add idoms label idom (lambda (old new) new))))
(fixpoint (lambda (idoms)
(intmap-fold adjoin-idom preds-map idoms))
empty-intmap)))
;; Compute a vector containing, for each node, a list of the nodes that
;; it immediately dominates. These are the "D" edges in the DJ tree.
(define (compute-dom-edges* idoms)
(define (snoc cdr car) (cons car cdr))
(intmap-fold (lambda (label idom doms)
(let ((doms (intmap-add! doms label '())))
(cond
((< idom 0) doms) ;; No edge to entry.
(else (intmap-add! doms idom label snoc)))))
idoms
empty-intmap))
;; Precondition: For each function in CONTS, the continuation names are
;; topologically sorted.
(define (conts->fun conts kentry)
(define (convert-fun kfun)
(let ((doms (compute-dom-edges* (compute-idoms* conts kfun))))
(define (visit-cont label)
(rewrite-cps-cont (intmap-ref conts label)
(($ $kargs names syms body)
(label ($kargs names syms ,(redominate label (visit-term body)))))
((and cont (or ($ $ktail) ($ $kreceive)))
(label ,cont))))
(define (visit-clause label)
(and label
(rewrite-cps-cont (intmap-ref conts label)
(($ $kclause arity body alternate)
(label ($kclause ,arity ,(visit-cont body)
,(visit-clause alternate)))))))
(define (redominate label term)
(define (visit-dom-conts label)
(match (intmap-ref conts label)
(($ $ktail) '())
(($ $kargs) (list (visit-cont label)))
(else
(cons (visit-cont label)
(visit-dom-conts* (intmap-ref doms label))))))
(define (visit-dom-conts* labels)
(match labels
(() '())
((label . labels)
(append (visit-dom-conts label)
(visit-dom-conts* labels)))))
(rewrite-cps-term (visit-dom-conts* (intmap-ref doms label))
(() ,term)
(conts ($letk ,conts ,term))))
(define (visit-term term)
(rewrite-cps-term term
(($ $continue k src (and ($ $fun) fun))
($continue k src ,(visit-fun fun)))
(($ $continue k src ($ $rec names syms funs))
($continue k src ($rec names syms (map visit-fun funs))))
(($ $continue k src exp)
,term)))
(define (visit-fun fun)
(rewrite-cps-exp fun
(($ $fun body)
($fun ,(convert-fun body)))))
(rewrite-cps-cont (intmap-ref conts kfun)
(($ $kfun src meta self tail clause)
(kfun ($kfun src meta self (tail ($ktail))
,(visit-clause clause)))))))
(convert-fun kentry))
;;; Continuations that simply forward their values to another may be
;;; elided via eta reduction over labels.
;;;
;;; There is an exception however: we must exclude strongly-connected
;;; components (SCCs). The only kind of SCC we can build out of $values
;;; expressions are infinite loops.
;;;
;;; Condition A below excludes single-node SCCs. Single-node SCCs
;;; cannot be reduced.
;;;
;;; Condition B conservatively excludes edges to labels already marked
;;; as candidates. This prevents back-edges and so breaks SCCs, and is
;;; optimal if labels are sorted. If the labels aren't sorted it's
;;; suboptimal but cheap.
(define (compute-eta-reductions conts kfun)
(define (visit-fun kfun nested-funs eta)
(let ((body (compute-function-body conts kfun)))
(define (visit-cont label nested-funs eta)
(match (intmap-ref conts label)
(($ $kargs names vars ($ $continue k src ($ $values vars)))
(values nested-funs
(intset-maybe-add! eta label
(match (intmap-ref conts k)
(($ $kargs)
(and (not (eqv? label k)) ; A
(not (intset-ref eta label)) ; B
))
(_ #f)))))
(($ $kargs _ _ ($ $continue _ _ ($ $fun kfun)))
(values (intset-add! nested-funs kfun) eta))
(($ $kargs _ _ ($ $continue _ _ ($ $rec _ _ (($ $fun kfun) ...))))
(values (intset-add*! nested-funs kfun) eta))
(_
(values nested-funs eta))))
(intset-fold2 visit-cont body nested-funs eta)))
(define (visit-funs worklist eta)
(intset-fold2 visit-fun worklist empty-intset eta))
(persistent-intset
(worklist-fold visit-funs (intset-add empty-intset kfun) empty-intset)))
(define (eta-reduce conts kfun)
(let ((label-set (compute-eta-reductions conts kfun)))
;; Replace any continuation to a label in LABEL-SET with the label's
;; continuation. The label will denote a $kargs continuation, so
;; only terms that can continue to $kargs need be taken into
;; account.
(define (subst label)
(if (intset-ref label-set label)
(match (intmap-ref conts label)
(($ $kargs _ _ ($ $continue k)) (subst k)))
label))
(transform-conts
(lambda (label cont)
(and (not (intset-ref label-set label))
(rewrite-cont cont
(($ $kargs names syms ($ $continue kf src ($ $branch kt exp)))
($kargs names syms
($continue (subst kf) src ($branch (subst kt) ,exp))))
(($ $kargs names syms ($ $continue k src exp))
($kargs names syms
($continue (subst k) src ,exp)))
(($ $kreceive ($ $arity req () rest () #f) k)
($kreceive req rest (subst k)))
(($ $kclause arity body alt)
($kclause ,arity (subst body) alt))
(_ ,cont))))
conts)))
(define (compute-singly-referenced-labels conts body)
(define (add-ref label single multiple)
(define (ref k single multiple)
(if (intset-ref single k)
(values single (intset-add! multiple k))
(values (intset-add! single k) multiple)))
(define (ref0) (values single multiple))
(define (ref1 k) (ref k single multiple))
(define (ref2 k k*)
(if k*
(let-values (((single multiple) (ref k single multiple)))
(ref k* single multiple))
(ref1 k)))
(match (intmap-ref conts label)
(($ $kreceive arity k) (ref1 k))
(($ $kfun src meta self ktail kclause) (ref2 ktail kclause))
(($ $ktail) (ref0))
(($ $kclause arity kbody kalt) (ref2 kbody kalt))
(($ $kargs names syms ($ $continue k src exp))
(ref2 k (match exp (($ $branch k) k) (($ $prompt _ _ k) k) (_ #f))))))
(let*-values (((single multiple) (values empty-intset empty-intset))
((single multiple) (intset-fold2 add-ref body single multiple)))
(intset-subtract (persistent-intset single)
(persistent-intset multiple))))
#;
(define (compute-singly-referenced-labels conts body)
(define (add-ref label counts)
(define (ref k counts) (intmap-add counts k 1 +))
(define (ref0) counts)
(define (ref1 k) (ref k counts))
(define (ref2 k k*) (ref k (if k* (ref k* counts) counts)))
(match (intmap-ref conts label)
(($ $kreceive arity k) (ref1 k))
(($ $kfun src meta self ktail kclause) (ref2 ktail kclause))
(($ $ktail) (ref0))
(($ $kclause arity kbody kalt) (ref2 kbody kalt))
(($ $kargs names syms ($ $continue k src exp))
(ref2 k (match exp (($ $branch k) k) (($ $prompt _ _ k) k) (_ #f))))))
(intmap-fold (lambda (label count single)
(if (= count 1)
(intset-add single label)
single))
(pk (intset-fold add-ref body empty-intmap))
empty-intset))
(define (intset-maybe-add! set k add?)
(if add? (intset-add! set k) set))
(define (intset-add* set k*)
(let lp ((set set) (k* k*))
(match k*
((k . k*) (lp (intset-add set k) k*))
(() set))))
(define (intset-add*! set k*)
(fold1 (lambda (k set) (intset-add! set k)) k* set))
(define (compute-beta-reductions conts kfun)
(define (visit-fun kfun nested-funs beta)
(let* ((body (compute-function-body conts kfun))
(single (compute-singly-referenced-labels conts body)))
(define (visit-cont label nested-funs beta)
(match (intmap-ref conts label)
;; A continuation's body can be inlined in place of a $values
;; expression if the continuation is a $kargs. It should only
;; be inlined if it is used only once, and not recursively.
(($ $kargs _ _ ($ $continue k src ($ $values)))
(values nested-funs
(intset-maybe-add! beta label
(and (intset-ref single k)
(match (intmap-ref conts k)
(($ $kargs) #t)
(_ #f))))))
(($ $kargs _ _ ($ $continue _ _ ($ $fun kfun)))
(values (intset-add nested-funs kfun) beta))
(($ $kargs _ _ ($ $continue _ _ ($ $rec _ _ (($ $fun kfun) ...))))
(values (intset-add* nested-funs kfun) beta))
(_
(values nested-funs beta))))
(intset-fold2 visit-cont body nested-funs beta)))
(define (visit-funs worklist beta)
(intset-fold2 visit-fun worklist empty-intset beta))
(persistent-intset
(worklist-fold visit-funs (intset-add empty-intset kfun) empty-intset)))
(define (fold2* f l1 l2 seed)
(let lp ((l1 l1) (l2 l2) (seed seed))
(match (cons l1 l2)
((() . ()) seed)
(((x1 . l1) . (x2 . l2)) (lp l1 l2 (f x1 x2 seed))))))
(define (compute-beta-var-substitutions conts label-set)
(define (add-var-substs label var-map)
(match (intmap-ref conts label)
(($ $kargs _ _ ($ $continue k _ ($ $values vals)))
(match (intmap-ref conts k)
(($ $kargs names vars)
(fold2* (lambda (var val var-map)
(intmap-add! var-map var val))
vars vals var-map))))))
(intset-fold add-var-substs label-set empty-intmap))
(define (transform-conts f conts)
(intmap-fold (lambda (k v out)
(let ((v* (f k v)))
(if (equal? v v*)
out
(intmap-add! out k v* (lambda (old new) new)))))
conts
conts))
(define (beta-reduce conts kfun)
(let* ((label-set (compute-beta-reductions conts kfun))
(var-map (compute-beta-var-substitutions conts label-set)))
(define (subst var)
(match (intmap-ref var-map var)
(#f var)
(val (subst val))))
(define (transform-exp label k src exp)
(if (intset-ref label-set label)
(match (intmap-ref conts k)
(($ $kargs _ _ ($ $continue k* src* exp*))
(transform-exp k k* src* exp*)))
(build-term
($continue k src
,(rewrite-cps-exp exp
((or ($ $const) ($ $prim) ($ $fun) ($ $rec))
,exp)
(($ $call proc args)
($call (subst proc) ,(map subst args)))
(($ $callk k proc args)
($callk k (subst proc) ,(map subst args)))
(($ $primcall name args)
($primcall name ,(map subst args)))
(($ $values args)
($values ,(map subst args)))
(($ $branch kt ($ $values (var)))
($branch kt ($values ((subst var)))))
(($ $branch kt ($ $primcall name args))
($branch kt ($primcall name ,(map subst args))))
(($ $prompt escape? tag handler)
($prompt escape? (subst tag) handler)))))))
(transform-conts
(lambda (label cont)
(match cont
(($ $kargs names syms ($ $continue k src exp))
(build-cont
($kargs names syms ,(transform-exp label k src exp))))
(_ cont)))
conts)))
(define (simplify2 fun)
(let-values (((conts kfun) (fun->conts fun)))
(let* ((conts (beta-reduce conts kfun))
(conts (eta-reduce conts kfun)))
;; Renumbering prunes unreachable continuations.
(conts->fun (renumber conts kfun) 0))))