HELP PLOGINPOP                                 John Williams, April 1987


The library LIB * PLOGINPOP provides some syntactic sugar for using the
mechanisms described in HELP * PLOG_GOALS.

         CONTENTS - (Use <ENTER> g to access required sections)

  1   Constructing Prolog Goals
  2   Applying Prolog Goals
  3   Iterating Over the Solutions to a Prolog Goal
  4   See Also


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1  Constructing Prolog Goals
-----------------------------------------------------------------------

The syntax construct |< ... >| is used to construct plog_goal objects.
Between the brackets, normal Prolog syntax is used, with two exceptions.
First, the operator ? causes a Pop-11 variable -> Prolog variable
mapping to be added to the plog_goal_env of the plog_goal being built.
Second, the operator ^ splices the value of arbitrary Pop-11 code into
the term. Unless this Pop-11 code is just a single word, the code must
be quoted with '.

For example:

    uses ploginpop;

    :- library(useful).

    |< append(?x, ?y, [1, 2, 3, 4, 5]) >| -> g;

Note that LIB PLOGINPOP changes the class_print of plog_goal objects:

    g =>
    ** |< append(_1, _2, [1, 2, 3, 4, 5]) >|

    plog_goal_env(g) =>
    ** [<ident <undef y>> <prologvar _2> <ident <undef x>>
            <prologvar _1>]


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2  Applying Prolog Goals
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A plog_goal may be applied as if it were a procedure. For example:

    |< atomic(^popautolist) >| () =>
    ** <false>

    |< atomic(^pop_max_filename_len) >| () =>
    ** <true>


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3  Iterating Over the Solutions to a Prolog Goal
-----------------------------------------------------------------------

The syntax

    plogwhile <plog_goal> do ... endplogwhile

may be used to iterate over the solutions to a plog_goal. For example:

    define test();
        lvars x y;
        plogwhile |< append(?x, ?y, [a, b, c, d, e]) >| do
            spr(x);
            npr(y);
        endplogwhile
    enddefine;

    test();

    [] [a b c d e]
    [a] [b c d e]
    [a b] [c d e]
    [a b c] [d e]
    [a b c d] [e]
    [a b c d e] []

(Note how ? copes properly with lexical variables).

plogwhile loops may be quit with quitloop, restarted with nextloop, etc.
For example:

    |< append(?a, ?b, [1, 2, 3, 4, 5]) >| -> g;

    plogwhile g do
        quitif(hd(b) > 3);
        b =>
    endplogwhile;

    ** [1 2 3 4 5]
    ** [2 3 4 5]
    ** [3 4 5]

Further invocations of the plog_goal g will resume from the last
solution generated:

    plogwhile g do
        spr(a), npr(b)
    endplogwhile;

    [1 2 3 4] [5]
    [1 2 3 4 5] []


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4  See Also
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LIB * PLOG_GOALS

HELP * PLOG_GOALS

LIB * DEFINE_PROLOG

HELP * DEFINE_PROLOG



--- C.all/help/ploginpop
--- Copyright University of Sussex 1989. All rights reserved.