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* module/language/cps/switch.scm: New pass. * module/Makefile.am (SOURCES): * am/bootstrap.am (SOURCES): Add switch.scm. * module/system/base/optimize.scm (available-optimizations): * module/language/cps/optimize.scm (optimize-first-order-cps): Run switch optimization at level 2. * libguile/hash.c (JENKINS_LOOKUP3_HASHWORD2): Add note regarding cross-compilation. * module/language/cps/graphs.scm (intmap-select): New definition. * module/language/cps/utils.scm (compute-singly-referenced-labels): Move here, from various places. Doesn't take a body intset argument. * module/language/cps/contification.scm: * module/language/cps/closure-conversion.scm: * module/language/cps/simplify.scm: Use compute-singly-referenced-labels from utils. * module/language/cps/effects-analysis.scm (annotation->memory-kind*): (annotation->memory-kind): Add symbol annotation cases.
471 lines
19 KiB
Scheme
471 lines
19 KiB
Scheme
;;; Continuation-passing style (CPS) intermediate language (IL)
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;; Copyright (C) 2013-2020 Free Software Foundation, Inc.
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;;;; This library is free software; you can redistribute it and/or
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;;;; modify it under the terms of the GNU Lesser General Public
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;;;; License as published by the Free Software Foundation; either
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;;;; version 3 of the License, or (at your option) any later version.
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;;;;
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;;;; This library is distributed in the hope that it will be useful,
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;;;; but WITHOUT ANY WARRANTY; without even the implied warranty of
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;;;; MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
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;;;; Lesser General Public License for more details.
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;;;;
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;;;; You should have received a copy of the GNU Lesser General Public
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;;;; License along with this library; if not, write to the Free Software
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;;;; Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301 USA
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;;; Commentary:
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;;;
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;;; Contification is a pass that turns $fun instances into $cont
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;;; instances if all calls to the $fun return to the same continuation.
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;;; This is a more rigorous variant of our old "fixpoint labels
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;;; allocation" optimization.
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;;;
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;;; See Kennedy's "Compiling with Continuations, Continued", and Fluet
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;;; and Weeks's "Contification using Dominators".
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;;;
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;;; Code:
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(define-module (language cps contification)
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#:use-module (ice-9 match)
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#:use-module (srfi srfi-11)
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#:use-module ((srfi srfi-1) #:select (fold))
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#:use-module (language cps)
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#:use-module (language cps renumber)
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#:use-module (language cps utils)
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#:use-module (language cps intmap)
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#:use-module (language cps intset)
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#:use-module (language cps with-cps)
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#:export (contify))
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(define (compute-functions conts)
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"Compute a map from $kfun label to bound variable names for all
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functions in CONTS. Functions have two bound variable names: their self
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binding, and the name they are given in their continuation. If their
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continuation has more than one predecessor, then the bound variable name
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doesn't uniquely identify the function, so we exclude that function from
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the set."
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(define (function-self label)
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(match (intmap-ref conts label)
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(($ $kfun src meta self) self)))
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(let ((single (compute-singly-referenced-labels conts)))
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(intmap-fold (lambda (label cont functions)
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(match cont
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(($ $kargs _ _ ($ $continue k src ($ $fun kfun)))
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(if (intset-ref single k)
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(match (intmap-ref conts k)
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(($ $kargs (name) (var))
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(intmap-add functions kfun
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(intset var (function-self kfun)))))
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functions))
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(($ $kargs _ _ ($ $continue k src
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($ $rec _ vars (($ $fun kfuns) ...))))
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(if (intset-ref single k)
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(fold (lambda (var kfun functions)
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(intmap-add functions kfun
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(intset var (function-self kfun))))
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functions vars kfuns)
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functions))
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(_ functions)))
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conts
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empty-intmap)))
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(define (compute-arities conts functions)
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"Given the map FUNCTIONS whose keys are $kfun labels, return a map
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from label to arities."
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(define (clause-arities clause)
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(if clause
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(match (intmap-ref conts clause)
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(($ $kclause arity body alt)
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(cons arity (clause-arities alt))))
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'()))
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(intmap-map (lambda (label vars)
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(match (intmap-ref conts label)
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(($ $kfun src meta self tail clause)
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(clause-arities clause))))
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functions))
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;; For now, we don't contify functions with optional, keyword, or rest
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;; arguments.
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(define (contifiable-arity? arity)
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(match arity
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(($ $arity req () #f () aok?)
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#t)
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(_
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#f)))
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(define (arity-matches? arity nargs)
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(match arity
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(($ $arity req () #f () aok?)
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(= nargs (length req)))
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(_
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#f)))
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(define (compute-contification-candidates conts)
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"Compute and return a label -> (variable ...) map describing all
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functions with known uses that are only ever used as the operator of a
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$call, and are always called with a compatible arity."
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(let* ((functions (compute-functions conts))
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(vars (intmap-fold (lambda (label vars out)
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(intset-fold (lambda (var out)
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(intmap-add out var label))
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vars out))
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functions
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empty-intmap))
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(arities (compute-arities conts functions)))
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(define (restrict-arity functions proc nargs)
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(match (intmap-ref vars proc (lambda (_) #f))
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(#f functions)
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(label
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(let lp ((arities (intmap-ref arities label)))
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(match arities
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(() (intmap-remove functions label))
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((arity . arities)
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(cond
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((not (contifiable-arity? arity)) (lp '()))
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((arity-matches? arity nargs) functions)
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(else (lp arities)))))))))
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(define (visit-cont label cont functions)
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(define (exclude-var functions var)
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(match (intmap-ref vars var (lambda (_) #f))
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(#f functions)
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(label (intmap-remove functions label))))
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(define (exclude-vars functions vars)
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(match vars
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(() functions)
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((var . vars)
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(exclude-vars (exclude-var functions var) vars))))
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(match cont
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(($ $kargs _ _ ($ $continue _ _ exp))
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(match exp
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((or ($ $const) ($ $prim) ($ $const-fun) ($ $code) ($ $fun) ($ $rec))
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functions)
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(($ $values args)
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(exclude-vars functions args))
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(($ $call proc args)
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(let ((functions (exclude-vars functions args)))
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;; Note that this contification algorithm is happy to
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;; contify the `lp' in this example into a shared tail
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;; between clauses:
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;;
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;; (letrec ((lp (lambda () (lp))))
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;; (case-lambda
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;; ((a) (lp))
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;; ((a b) (lp))))
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;;
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;; This can cause cross-clause jumps. The rest of the
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;; compiler handles this fine though, so we allow it.
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(restrict-arity functions proc (length args))))
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(($ $callk k proc args)
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(exclude-vars functions (if proc (cons proc args) args)))
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(($ $primcall name param args)
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(exclude-vars functions args))))
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(($ $kargs _ _ ($ $branch kf kt src op param args))
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(exclude-vars functions args))
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(($ $kargs _ _ ($ $switch kf kt* src arg))
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(exclude-var functions arg))
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(($ $kargs _ _ ($ $prompt k kh src escape? tag))
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(exclude-var functions tag))
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(($ $kargs _ _ ($ $throw src op param args))
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(exclude-vars functions args))
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(_ functions)))
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(intmap-fold visit-cont conts functions)))
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(define (compute-call-graph conts labels vars)
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"Given the set of contifiable functions LABELS and associated bound
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variables VARS, compute and return two values: a map
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LABEL->LABEL... indicating the contifiable functions called by a
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function, and a map LABEL->LABEL... indicating the return continuations
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for a function. The first return value also has an entry
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0->LABEL... indicating all contifiable functions called by
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non-contifiable functions. We assume that 0 is not in the contifiable
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function set."
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(let ((bodies
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;; label -> fun-label for all labels in bodies of contifiable
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;; functions
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(intset-fold (lambda (fun-label bodies)
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(intset-fold (lambda (label bodies)
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(intmap-add bodies label fun-label))
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(compute-function-body conts fun-label)
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bodies))
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labels
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empty-intmap)))
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(when (intset-ref labels 0)
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(error "internal error: label 0 should not be contifiable"))
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(intmap-fold
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(lambda (label cont calls returns)
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(match cont
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(($ $kargs _ _ ($ $continue k src ($ $call proc)))
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(match (intmap-ref vars proc (lambda (_) #f))
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(#f (values calls returns))
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(callee
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(let ((caller (intmap-ref bodies label (lambda (_) 0))))
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(values (intmap-add calls caller callee intset-add)
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(intmap-add returns callee k intset-add))))))
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(_ (values calls returns))))
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conts
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(intset->intmap (lambda (label) empty-intset) (intset-add labels 0))
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(intset->intmap (lambda (label) empty-intset) labels))))
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(define (tail-label conts label)
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(match (intmap-ref conts label)
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(($ $kfun src meta self tail body)
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tail)))
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(define (compute-return-labels labels tails returns return-substs)
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(define (subst k)
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(match (intmap-ref return-substs k (lambda (_) #f))
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(#f k)
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(k (subst k))))
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;; Compute all return labels, then subtract tail labels of the
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;; functions in question.
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(intset-subtract
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;; Return labels for all calls to these labels.
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(intset-fold (lambda (label out)
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(intset-fold (lambda (k out)
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(intset-add out (subst k)))
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(intmap-ref returns label)
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out))
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labels
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empty-intset)
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(intset-fold (lambda (label out)
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(intset-add out (intmap-ref tails label)))
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labels
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empty-intset)))
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(define (intmap->intset map)
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(define (add-key label cont labels)
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(intset-add labels label))
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(intmap-fold add-key map empty-intset))
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(define (filter-contifiable contified groups)
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(intmap-fold (lambda (id labels groups)
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(let ((labels (intset-subtract labels contified)))
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(if (eq? empty-intset labels)
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groups
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(intmap-add groups id labels))))
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groups
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empty-intmap))
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(define (trivial-set set)
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(let ((first (intset-next set)))
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(and first
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(not (intset-next set (1+ first)))
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first)))
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(define (compute-contification conts)
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(let*-values
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(;; label -> (var ...)
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((candidates) (compute-contification-candidates conts))
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((labels) (intmap->intset candidates))
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;; var -> label
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((vars) (intmap-fold (lambda (label vars out)
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(intset-fold (lambda (var out)
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(intmap-add out var label))
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vars out))
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candidates
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empty-intmap))
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;; caller-label -> callee-label..., callee-label -> return-label...
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((calls returns) (compute-call-graph conts labels vars))
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;; callee-label -> tail-label
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((tails) (intset-fold
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(lambda (label tails)
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(intmap-add tails label (tail-label conts label)))
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labels
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empty-intmap))
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;; Strongly connected components, allowing us to contify mutually
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;; tail-recursive functions. Since `compute-call-graph' added on
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;; a synthetic 0->LABEL... entry for contifiable functions called
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;; by non-contifiable functions, we need to remove that entry
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;; from the partition. It will be in its own component, as it
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;; has no predecessors.
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;;
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;; id -> label...
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((groups) (intmap-remove
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(compute-strongly-connected-components calls 0)
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0)))
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;; todo: thread groups through contification
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(define (attempt-contification labels contified return-substs)
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(let ((returns (compute-return-labels labels tails returns
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return-substs)))
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(cond
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((trivial-set returns)
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=> (lambda (k)
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;; Success!
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(values (intset-union contified labels)
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(intset-fold (lambda (label return-substs)
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(let ((tail (intmap-ref tails label)))
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(intmap-add return-substs tail k)))
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labels return-substs))))
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((trivial-set labels)
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;; Single-label SCC failed to contify.
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(values contified return-substs))
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(else
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;; Multi-label SCC failed to contify. Try instead to contify
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;; each one.
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(intset-fold
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(lambda (label contified return-substs)
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(let ((labels (intset-add empty-intset label)))
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(attempt-contification labels contified return-substs)))
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labels contified return-substs)))))
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(call-with-values
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(lambda ()
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(fixpoint
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(lambda (contified return-substs)
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(intmap-fold
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(lambda (id group contified return-substs)
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(attempt-contification group contified return-substs))
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(filter-contifiable contified groups)
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contified
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return-substs))
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empty-intset
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empty-intmap))
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(lambda (contified return-substs)
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(values (intset-fold (lambda (label call-substs)
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(intset-fold
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(lambda (var call-substs)
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(intmap-add call-substs var label))
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(intmap-ref candidates label)
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call-substs))
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contified
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empty-intmap)
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return-substs)))))
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(define (apply-contification conts call-substs return-substs)
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(define (call-subst proc)
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(intmap-ref call-substs proc (lambda (_) #f)))
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(define (return-subst k)
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(intmap-ref return-substs k (lambda (_) #f)))
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(define (find-body kfun nargs)
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(match (intmap-ref conts kfun)
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(($ $kfun src meta self tail clause)
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(let lp ((clause clause))
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(match (intmap-ref conts clause)
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(($ $kclause arity body alt)
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(if (arity-matches? arity nargs)
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body
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(lp alt))))))))
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(define (inline-return cps k* kargs src nreq rest vals)
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(define (build-list cps k src vals)
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(match vals
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(()
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(with-cps cps
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(build-term ($continue k src ($const '())))))
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((v . vals)
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(with-cps cps
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(letv pair tail)
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(letk kdone ($kargs () () ($continue k src ($values (pair)))))
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(letk ktail
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($kargs () ()
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($continue kdone src
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($primcall 'scm-set!/immediate '(pair . 1) (pair tail)))))
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(letk khead
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($kargs ('pair) (pair)
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($continue ktail src
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($primcall 'scm-set!/immediate '(pair . 0) (pair v)))))
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(letk ktail
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($kargs ('tail) (tail)
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($continue khead src
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($primcall 'allocate-words/immediate '(pair . 2) ()))))
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($ (build-list ktail src vals))))))
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(cond
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((and (not rest) (eqv? (length vals) nreq))
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(with-cps cps
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(build-term ($continue kargs src ($values vals)))))
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((and rest (<= nreq (length vals)))
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(with-cps cps
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(letv rest)
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(letk krest ($kargs ('rest) (rest)
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($continue kargs src
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($values ,(append (list-head vals nreq)
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(list rest))))))
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($ (build-list krest src (list-tail vals nreq)))))
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(else
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;; Fallback case if values don't match.
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(with-cps cps
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(letv prim)
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(letk kprim ($kargs ('prim) (prim)
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($continue k* src ($call prim vals))))
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(build-term ($continue kprim src ($prim 'values)))))))
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(define (continue cps k src exp)
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(define (lookup-return-cont k)
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(match (return-subst k)
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(#f k)
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(k (lookup-return-cont k))))
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(let ((k* (lookup-return-cont k)))
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(if (eq? k k*)
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(with-cps cps (build-term ($continue k src ,exp)))
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;; We are contifying this return. It must be a call or a
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;; $values expression. k* will be either a $ktail or a
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;; $kreceive continuation.
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(match (intmap-ref conts k*)
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(($ $kreceive ($ $arity req () rest () #f) kargs)
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(match exp
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(($ $call)
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(with-cps cps (build-term ($continue k* src ,exp))))
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;; We need to punch through the $kreceive; otherwise we'd
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;; have to rewrite as a call to the 'values primitive.
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(($ $values vals)
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(inline-return cps k* kargs src (length req) rest vals))))
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(($ $ktail)
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(with-cps cps (build-term ($continue k* src ,exp))))))))
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(define (visit-exp cps k src exp)
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(match exp
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(($ $call proc args)
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;; If proc is contifiable, replace call with jump.
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(match (call-subst proc)
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(#f (continue cps k src exp))
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(kfun
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(let ((body (find-body kfun (length args))))
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(with-cps cps
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(build-term ($continue body src ($values args))))))))
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(($ $fun kfun)
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;; If the function's tail continuation has been
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;; substituted, that means it has been contified.
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(if (return-subst (tail-label conts kfun))
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(continue cps k src (build-exp ($values ())))
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(continue cps k src exp)))
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(($ $rec names vars funs)
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(match (filter (match-lambda ((n v f) (not (call-subst v))))
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(map list names vars funs))
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(() (continue cps k src (build-exp ($values ()))))
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(((names vars funs) ...)
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(continue cps k src (build-exp ($rec names vars funs))))))
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(_ (continue cps k src exp))))
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(define (visit-term cps term)
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(match term
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(($ $continue k src exp)
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(visit-exp cps k src exp))
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((or ($ $branch) ($ $switch) ($ $prompt) ($ $throw))
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(with-cps cps term))))
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;; Renumbering is not strictly necessary but some passes may not be
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;; equipped to deal with stale $kfun nodes whose bodies have been
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;; wired into other functions.
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(renumber
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(with-fresh-name-state conts
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(intmap-fold
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(lambda (label cont out)
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(match cont
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(($ $kargs names vars term)
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;; Remove bindings for functions that have been contified.
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(match (filter (match-lambda ((name var) (not (call-subst var))))
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(map list names vars))
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(((names vars) ...)
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(with-cps out
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(let$ term (visit-term term))
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(setk label ($kargs names vars ,term))))))
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(_ out)))
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conts
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conts))))
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(define (contify conts)
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;; FIXME: Renumbering isn't really needed but dead continuations may
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;; cause compute-singly-referenced-labels to spuriously mark some
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;; conts as irreducible. For now we punt and renumber so that there
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;; are only live conts.
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(let ((conts (renumber conts)))
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(let-values (((call-substs return-substs) (compute-contification conts)))
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(apply-contification conts call-substs return-substs))))
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