|Set Generators email@example.com (1992-08-20)|
|Re: Set Generators firstname.lastname@example.org (1992-08-21)|
|From:||email@example.com (Terry Coatta)|
|Organization:||Computer Science, University of B.C., Vancouver, B.C., Canada|
|Date:||Thu, 20 Aug 1992 18:32:36 GMT|
In a system that I am working on, sets of objects are often specified via
membership predicates. In order to generate the sets involved the
membership predicate is essentially evaluated for all objects in the
system, and when it evaluates to true, the object is added to the set
being generated. For many of the predicates I can, however, generate (by
hand) a recursive procedure which enumerates the set. For example, the
set of objects in a tree can be specified via a predicate something like:
All X such that Path(Root, X)
where Path(X, Y) =
Y is a child of X
there exists a Z, which is a child of X
AND Path(Z, Y)
(the actual syntax for this specification within the system is, of course,
quite different from the above, but I hope the example is clear).
This set can be very easily generated simply by doing a depth first
traversal of the tree.
What I am looking for are hints or help on a ``mechanical'' process for
taking membership predicates and ``compiling'' them in to (imperative)
procedures which will generate the set in question.
Terry Coatta (firstname.lastname@example.org)
Dept. of Computer Science, UBC, Vancouver BC, Canada
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