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This definition, as it stands, is not very helpful in applying delayed
evaluation techniques. For example, if we delay the application of
certain specific lexical rules, then the recursive predicate
lexical_rules/2 can be applied `ad inf'. On the other hand, if
we delay the application of lexical_rules/2 itself, then we
have no idea under what conditions application of this predicate
should be allowed.
If we assume that for each lexical rule we know the conditions under
which it can be fired, then we can solve this problem by
automatic program transformations. The details of this transformation
will be presented in the final version of the paper. The
transformation is exemplified in the figures 1 and 2.
We use the SICStus Prolog predicate when(Cond,Goal) to indicate under
which conditions Cond a goal Goal can be evaluated.
Figure 1:
Program before transformation, consisting of three
lexical rules. The DCG formalism is extended with the `append'
constraint. The constraint A*B stands for the value C such
that the (standard) relation
append (A, B, C) is true. This relation is
also evaluated in a lazy way.
![\begin{figure}
\small\begin{verbatim}lexical_rules(C,C).
lexical_rules(Lex,Surf)...
...c,Slash), v([np\vert Sc],Slash)). % subject\end{verbatim}\normalsize\end{figure}](img4.png) |
Figure 2:
Program after transformation.
 |
Next: Further issues
Up: Delayed Evaluation of Lexical
Previous: Lexical Rules as Binary
Noord G.J.M. van
1998-09-29