The principles behind the module system of SWI-Prolog differ in a number of aspects from the Quintus Prolog module system.
system
and user
modules are visible in all other modules as well.
The meta_predicate/1 declaration causes the compiler to tag arguments that pass module sensitive information with the module using the :/2 operator. This approach has some disadvantages:
Unfortunately the transparent predicate approach also has some disadvantages. If a predicate A passes module sensitive information to a predicate B, passing the same information to a module sensitive system predicate both A and B should be declared transparent. Using the Quintus approach only A needs to be treated special (i.e., declared with meta_predicate/1) (64). A second problem arises if the body of a transparent predicate uses module sensitive predicates for which it wants to refer to its own module. Suppose we want to define findall/3 using assert/1 and retract/1 (65). The example in figure 4 gives the solution.
:- module(findall, [findall/3]). :- dynamic solution/1. :- module_transparent findall/3, store/2. findall(Var, Goal, Bag) :- assert(findall:solution('$mark')), store(Var, Goal), collect(Bag). store(Var, Goal) :- Goal, % refers to context module of % caller of findall/3 assert(findall:solution(Var)), fail. store(_, _). collect(Bag) :- ..., |
Figure 4 : findall/3 using modules |
The Quintus meta_predicate/1
directive can in many cases be replaced by the transparent declaration.
Below is the definition of meta_predicate/1
as available from library(quintus)
.
:- op(1150, fx, (meta_predicate)). meta_predicate((Head, More)) :- !, meta_predicate1(Head), meta_predicate(More). meta_predicate(Head) :- meta_predicate1(Head). meta_predicate1(Head) :- Head =.. [Name|Arguments], member(Arg, Arguments), module_expansion_argument(Arg), !, functor(Head, Name, Arity), module_transparent(Name/Arity). meta_predicate1(_). % just a mode declaration module_expansion_argument(:). module_expansion_argument(N) :- integer(N). |
The discussion above about the problems with the transparent mechanism show the two cases in which this simple transformation does not work.