Files
mercury/tests/hard_coded/multimode_addr.exp
Peter Wang f03995c7bd Support currying of multi-moded predicates or functions when the mode to curry
Estimated hours taken: 15
Branches: main

Support currying of multi-moded predicates or functions when the mode to curry
can be determined from the insts of the higher-order arguments. e.g.

	mymap(P, L0, L) :-
	    map(wrap(P), L0, L).

	:- pred wrap(...).
	:- mode wrap(in(pred(...) is det), ...) is det.
	:- mode wrap(in(pred(...) is cc_multi, ...) is cc_multi.
	...

compiler/post_typecheck.m:
	Don't abort immediately on taking the address of a multi-moded
	predicate.  Leave the proc_id as invalid_proc_id and handle that
	in polymorphism.m.

compiler/polymorphism.m:
	Convert higher order terms to lambda goals even if the proc_id is
	invalid (as above) moded by arbitrarily using the first mode.  Then
	polymorphism can proceed as usual.  Mark the goals with feature
	`feature_lambda_undetermined_mode', which tells mode checking to
	handle it.

	Add a predicate to fix up such lambda goals once mode checking does
	figure out which mode should be called.

compiler/modecheck_unify.m:
compiler/mode_errors.m:
	Handle goals with the `feature_lambda_undetermined_mode'.  Try to
	select a unique mode for the curried predicate then fix up the lambda
	goal.

compiler/hlds_goal.m:
compiler/saved_vars.m:
	Add `feature_lambda_undetermined_mode'.

compiler/goal_util.m:
	Add a predicate to return all the pred_ids called in a goal
	with the associated argument variables.

NEWS:
doc/reference_manual.texi:
	Document and announce the change.

tests/hard_coded/Mmakefile:
tests/hard_coded/multimode_addr.exp:
tests/hard_coded/multimode_addr.m:
tests/invalid/Mmakefile:
tests/invalid/multimode_addr_problems.err_exp:
tests/invalid/multimode_addr_problems.m:
	Add tests.
2008-04-28 00:50:56 +00:00

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TEST 1
f2p: det, not unique
f2p: det, not unique
f2p: det, not unique
f2p: det, not unique
f2p: det, not unique
[5, 4, 3, 2, 1]
TEST 2
f2p: det, unique
a
f2p: det, unique
b
f2p: det, unique
c
TEST 3
f2p: semidet
f2p: semidet
f2p: semidet
found a multiple of three