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authordos-reis <gdr@axiomatics.org>2011-11-02 06:21:56 +0000
committerdos-reis <gdr@axiomatics.org>2011-11-02 06:21:56 +0000
commit50b4173dde564f17b40c4ec8f84b4e361d889d6b (patch)
treed65a34def94ce325974c9ec10c388f8f26777854 /src/interp
parentd09e20ae6c0742e6cafc46385de80b3dbafaf9c5 (diff)
downloadopen-axiom-50b4173dde564f17b40c4ec8f84b4e361d889d6b.tar.gz
Add compiler support for implicit parameters.
* interp/compiler.boot (bindPredicateExistentials): Rename from constructorCondition. Now return a substitution on success, otherwise failure. (solveEquation): New. (solveSubsumption): Likewise. (deduceImplicitParameters): Likewise. (evaluateConstructorModemap): Use it. Tidy.
Diffstat (limited to 'src/interp')
-rw-r--r--src/interp/compiler.boot96
1 files changed, 86 insertions, 10 deletions
diff --git a/src/interp/compiler.boot b/src/interp/compiler.boot
index 074d225e..88ef6691 100644
--- a/src/interp/compiler.boot
+++ b/src/interp/compiler.boot
@@ -721,10 +721,77 @@ reshapeArgumentList(form,sig) ==
wantArgumentsAsTuple(args,sig) => [op,["%Comma",:args]]
form
-++ Return true is the constructor condition `cond' holds in the
-++ elaboration environmemt `e'.
-constructorCondition(cond,e) ==
- cond --FIXME: solve it!
+++ Attempt to find values for queries variables `vars' so that
+++ the category expression `x' equals the category expression `p'.
+solveEquation(x,p,sl,vars) ==
+ ident? p and symbolMember?(p,vars) =>
+ z := symbolTarget(p,sl) =>
+ x = z => sl
+ 'failed
+ [[p,:x],:sl]
+ x isnt [.,:.] or p isnt [.,:.] =>
+ x = p => sl
+ 'failed
+ symbolEq?(x.op,p.op) =>
+ #x.args ~= #p.args => 'failed
+ x.args = nil => sl
+ and/[sl := solveEquation(x',p',sl,vars)
+ for x' in x.args for p' in p.args
+ | sl isnt 'failed or leave 'failed]
+ 'failed
+
+++ Attempt to find values for queries variables `vars' so that
+++ the category expression `x' subsumes the category expression `p'.
+solveSubsumption(x,p,sl,vars,typings,e) ==
+ x isnt [.,:.] or p isnt [.,:.] => solveEquation(x,p,sl,vars)
+ p = $Type => sl
+ symbolEq?(x.op,p.op) => solveEquation(x,p,sl,vars)
+ x.op is 'Join =>
+ x.args = nil => 'failed
+ or/[sl' := solveSubsumption(x',p,sl,vars,typings,e) for x' in x.args
+ | sl' isnt 'failed] or 'failed
+ x is ['CATEGORY,.,:xs] =>
+ or/[sl' := solveSubsumption(x',p,sl,vars,typings,e) for x' in xs
+ | sl' isnt 'failed] or 'failed
+ x.op in '(SIGNATURE ATTRIBUTE) => 'failed
+ getConstructorKind x.op isnt 'category => 'failed --FIXME: for now.
+ x := applySubst(constructSubst x,getConstructorCategory x.op)
+ solveSubsumption(x,p,sl,vars,typings,e)
+
+++ Subroutine of bindPredicateExistentials, with similar semantics.
+++ `vars' is the list of quantified variables, and `conds' is a
+++ of conditions the conjunction of which makes the whole predicate.
+deduceImplicitArguments(vars,conds,e) ==
+ eqs := nil -- equation constraints
+ typings := nil -- typing constraints
+ sl := nil
+ for c in conds while sl isnt 'failed repeat
+ c is ['ofCategory,x,y] => -- subsumption constraint
+ ident? x and symbolMember?(x,vars) =>
+ typings := [[x,:y],:typings]
+ eqs := [[x,:y],:eqs]
+ c is ['ofType,x,y] => -- exact type constraints
+ T := comp(x,$EmptyMode,e)
+ T = nil => sl := 'failed
+ sl := solveEquation(T.mode,y,sl,vars)
+ for [x,:y] in eqs while sl isnt 'failed repeat
+ cat :=
+ x isnt [.,:.] => getXmode(x,e)
+ applySubst(constructSubst x,getConstructorCategory x.op)
+ sl := solveSubsumption(cat,y,sl,vars,typings,e)
+ sl is 'failed => sl
+ -- Every existential must have a value
+ or/[symbolTarget(v,sl) = nil for v in vars] => 'failed
+ sl --FIXME: check typing constraints
+
+++ Attempt to find values for existentially quantified variables in
+++ the predicate `cond' so that it holds in the environment `e'.
+++ Return a substitution on success; otherwise fail.
+bindPredicateExistentials(cond,e) ==
+ cond is true => nil -- identity substitution
+ cond is ['%exist,vars,['AND,:conds]] =>
+ deduceImplicitArguments(vars,conds,e)
+ 'failed
++ The argument list `argl' is used to instantiate a constructor
++ with `modemap' in environment `e'. Return the resulting
@@ -734,13 +801,22 @@ evaluateConstructorModemap(argl,modemap is [[dc,:sig],:.],e) ==
keyedSystemError("S2GE0016",['"evaluateConstructorModemap",
'"Incompatible maps"])
#argl ~= #sig.source => nil
- constructorCondition(applySubst(sl,modemap.mmCondition),e) isnt true => nil
+ -- Get `source-level' subtitution in an attempt to deduce implicits.
sl := pairList(dc.args,argl)
- --make new modemap, subst. actual for formal parameters into modemap
- Tl := [[.,.,e] := compOrCroak(a,m,e)
- for a in argl for m in applySubst(sl,modemap.mmSource)]
- sl := [[x,:T.expr] for x in dc.args for T in Tl]
- [applySubst(sl,modemap),e]
+ sl' := bindPredicateExistentials(applySubst(sl,modemap.mmCondition),e)
+ sl' is 'failed => nil
+ -- Subtitute values for implicit in formal modemap. Then substitute
+ -- the `source-level' arguments into the resulting modemap, before
+ -- compiling them. Note the sort of bootstrapping process.
+ signature := applySubst(sl',modemap.mmSignature)
+ args' := [x for a in argl for m in applySubst(sl,signature.source)
+ | [x,.,e] := compOrCroak(a,m,e)]
+ -- Now substitutte elaborations of actual arguments into the formal
+ -- signature to construct the final result.
+ signature := applySubst(pairList(dc.args,args'),signature)
+ -- At this point, the modemap condition was evaluated successfully,
+ -- so we return plain `true' for that part of the modemap.
+ [[[[dc.op,:args'],:signature],[true,dc.op]],e]
--% SPECIAL EVALUATION FUNCTIONS