326 lines
		
	
	
		
			11 KiB
		
	
	
	
		
			TeX
		
	
	
	
	
	
			
		
		
	
	
			326 lines
		
	
	
		
			11 KiB
		
	
	
	
		
			TeX
		
	
	
	
	
	
@chapter SWI-Prolog Emulation
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This library provides a number of SWI-Prolog builtins that are not by
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default in YAP. This support is loaded with the
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@code{expects_dialect(swi)} command.
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@table @code
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@item append(?@var{List1},?@var{List2},?@var{List3})
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@findex swi_append/3
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@snindex swi_append/3
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@cnindex swi_append/3
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Succeeds when @var{List3} unifies with the concatenation of @var{List1}
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and @var{List2}. The predicate can be used with any instantiation
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pattern (even three variables).
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@item between(+@var{Low},+@var{High},?@var{Value})
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@findex swi_between/3
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@snindex swi_between/3
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@cnindex swi_between/3
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@var{Low} and @var{High} are integers, @var{High} less or equal than
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@var{Low}. If @var{Value} is an integer, @var{Low} less or equal than
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@var{Value} less or equal than @var{High}.  When @var{Value} is a
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variable it is successively bound to all integers between @var{Low} and
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@var{High}.  If @var{High} is @code{inf}, @code{between/3} is true iff
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@var{Value} less or equal than @var{Low}, a feature that is particularly
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interesting for generating integers from a certain value.
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@item chdir(+@var{Dir})
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@findex chdir/1
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@snindex chdir/1
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@cnindex chdir/1
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Compatibility predicate.  New code should use @code{working_directory/2}.
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@item concat_atom(+@var{List},-@var{Atom})
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@findex concat_atom/2
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@snindex concat_atom/2
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@cnindex concat_atom/2
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@var{List} is a list of atoms, integers or floating point numbers. Succeeds
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if @var{Atom} can be unified with the concatenated elements of @var{List}. If
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@var{List} has exactly 2 elements it is equivalent to @code{atom_concat/3},
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allowing for variables in the list.
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@item concat_atom(?@var{List},+@var{Separator},?@var{Atom})
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@findex concat_atom/3
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@snindex concat_atom/3
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@cnindex concat_atom/3
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Creates an atom just like concat_atom/2, but inserts @var{Separator}
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between each pair of atoms.  For example:
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@example
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?- concat_atom([gnu, gnat], ', ', A).
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A = 'gnu, gnat'
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@end example
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(Unimplemented) This predicate can also be used to split atoms by
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instantiating @var{Separator} and @var{Atom}:
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@example
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?- concat_atom(L, -, 'gnu-gnat').
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L = [gnu, gnat]
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@end example
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@item nth1(+@var{Index},?@var{List},?@var{Elem})
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@findex swi_nth1/3
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@snindex swi_nth1/3
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@cnindex swi_nth1/3
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Succeeds when the @var{Index}-th element of @var{List} unifies with
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@var{Elem}. Counting starts at 1.
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Set environment variable.  @var{Name} and @var{Value} should be
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instantiated to atoms or integers.  The environment variable will be
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passed to @code{shell/[0-2]} and can be requested using @code{getenv/2}.
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They also influence @code{expand_file_name/2}.
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@item setenv(+@var{Name},+@var{Value})
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@findex swi_setenv/2
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@snindex swi_setenv/2
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@cnindex swi_setenv/2
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Set environment variable.  @var{Name} and @var{Value} should be
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instantiated to atoms or integers.  The environment variable will be
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passed to @code{shell/[0-2]} and can be requested using @code{getenv/2}.
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They also influence @code{expand_file_name/2}.
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@item term_to_atom(?@var{Term},?@var{Atom})
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@findex swi_term_to_atom/2
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@snindex swi_term_to_atom/2
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@cnindex swi_term_to_atom/2
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Succeeds if @var{Atom} describes a term that unifies with @var{Term}. When
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@var{Atom} is instantiated @var{Atom} is converted and then unified with
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@var{Term}.  If @var{Atom} has no valid syntax, a @code{syntax_error}
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exception is raised. Otherwise @var{Term} is ``written'' on @var{Atom}
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using @code{write/1}.
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@item working_directory(-@var{Old},+@var{New})
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@findex swi_working_directory/2
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@snindex swi_working_directory/2
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@cnindex swi_working_directory/2
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Unify @var{Old} with an absolute path to the current working directory
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and change working directory to @var{New}.  Use the pattern
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@code{working_directory(CWD, CWD)} to get the current directory.  See
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also @code{absolute_file_name/2} and @code{chdir/1}.
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@item @@@var{Term1} =@@= @@@var{Term2}
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@findex =@@=/2
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@snindex =@@=/2
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@cnindex =@@=/2
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True iff @var{Term1} and @var{Term2} are structurally equivalent. I.e. if @var{Term1} and @var{Term2} are variants of each other.
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@end table
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@node Invoking Predicates on all Members of a List,Forall, , SWI-Prolog
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@section Invoking Predicates on all Members of a List
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@c \label{sec:applylist}
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All the predicates in this section call a predicate on all members of a
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list or until the predicate called fails.  The predicate is called via
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@code{call/[2..]}, which implies common arguments can be put in
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front of the arguments obtained from the list(s). For example:
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@example
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?- maplist(plus(1), [0, 1, 2], X).
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X = [1, 2, 3]
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@end example
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we will phrase this as ``@var{Predicate} is applied on ...''
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@table @code
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@item maplist(+@var{Pred},+@var{List})
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@findex swi_maplist/2
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@snindex swi_maplist/2
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@cnindex swi_maplist/2
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@var{Pred} is applied successively on each element of @var{List} until
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the end of the list or @var{Pred} fails. In the latter case 
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@code{maplist/2} fails.
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@item maplist(+@var{Pred},+@var{List1},+@var{List2})
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@findex swi_maplist/3
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@snindex swi_maplist/3
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@cnindex swi_maplist/3
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Apply @var{Pred} on all successive pairs of elements from
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@var{List1} and
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@var{List2}. Fails if @var{Pred} can not be applied to a
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pair. See the example above.
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@item maplist(+@var{Pred},+@var{List1},+@var{List2},+@var{List4})
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@findex swi_maplist/4
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@snindex swi_maplist/4
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@cnindex swi_maplist/4
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Apply @var{Pred} on all successive triples of elements from @var{List1},
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@var{List2} and @var{List3}. Fails if @var{Pred} can not be applied to a
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triple. See the example above.
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@c @item findlist(+@var{Pred},+@var{List1},?@var{List2})
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@c @findex findlist/3
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@c @snindex findlist/3
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@c @cnindex findlist/3
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@c Unify @var{List2} with a list of all elements of @var{List1} to which
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@c @var{Pred} applies.
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@end table
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@node Forall, ,Invoking Predicates on all Members of a List, SWI-Prolog
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@section Forall			
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@c \label{sec:forall2}
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@table @code
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@item forall(+@var{Cond},+@var{Action})
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@findex swi_forall/2
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@snindex swi_forall/2
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@snindex swi_forall/2
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@cnindex swi_forall/2
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For all alternative bindings of @var{Cond} @var{Action} can be proven.
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The next example verifies that all arithmetic statements in the list
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@var{L} are correct. It does not say which is wrong if one proves wrong.
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@example
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?- forall(member(Result = Formula, [2 = 1 + 1, 4 = 2 * 2]),
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                 Result =:= Formula).
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@end example
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@end table
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@node SWI-Prolog Global Variables,  Extensions, SWI-Prolog, Top
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@chapter SWI Global variables
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@c		\label{sec:gvar}
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SWI-Prolog global variables are associations between names (atoms) and
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terms.  They differ in various ways from storing information using
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@code{assert/1} or @code{recorda/3}.
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@itemize @bullet
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@item The value lives on the Prolog (global) stack.  This implies 
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          that lookup time is independent from the size of the term.
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	  This is particulary interesting for large data structures
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	  such as parsed XML documents or the CHR global constraint
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	  store.
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@item They support both global assignment using @code{nb_setval/2} and
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          backtrackable assignment using @code{b_setval/2}.
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@item Only one value (which can be an arbitrary complex Prolog
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   	  term) can be associated to a variable at a time.
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@item Their value cannot be shared among threads.  Each thread
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          has its own namespace and values for global variables.
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@item Currently global variables are scoped globally.  We may
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          consider module scoping in future versions.
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@end itemize
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Both @code{b_setval/2} and @code{nb_setval/2} implicitly create a variable if the
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referenced name does not already refer to a variable.
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Global variables may be initialised from directives to make them
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available during the program lifetime, but some considerations are
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necessary for saved-states and threads. Saved-states to not store global
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variables, which implies they have to be declared with @code{initialization/1}
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to recreate them after loading the saved state.  Each thread has
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its own set of global variables, starting with an empty set.  Using
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@code{thread_inititialization/1} to define a global variable it will be
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defined, restored after reloading a saved state and created in all
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threads that are created @emph{after} the registration.
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@table @code
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@item b_setval(+@var{Name},+@var{Value})
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@findex swi_b_setval/2
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@snindex swi_b_setval/2
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@cnindex swi_b_setval/2
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Associate the term @var{Value} with the atom @var{Name} or replaces
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the currently associated value with @var{Value}.  If @var{Name} does
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not refer to an existing global variable a variable with initial value
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@code{[]} is created (the empty list).  On backtracking the
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assignment is reversed.
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@item b_getval(+@var{Name},-@var{Value})
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@findex swi_b_getval/2
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@snindex swi_b_getval/2
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@cnindex swi_b_getval/2
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Get the value associated with the global variable @var{Name} and unify
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it with @var{Value}. Note that this unification may further instantiate
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the value of the global variable. If this is undesirable the normal
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precautions (double negation or @code{copy_term/2}) must be taken. The
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@code{b_getval/2} predicate generates errors if @var{Name} is not an atom or
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the requested variable does not exist.
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@item nb_setval(+@var{Name},+@var{Value})
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@findex swi_nb_setval/2
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@snindex swi_nb_setval/2
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@cnindex swi_nb_setval/2
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Associates a copy of @var{Value} created with @code{duplicate_term/2}
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with the atom @var{Name}.  Note that this can be used to set an
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initial value other than @code{[]} prior to backtrackable assignment.
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@item nb_getval(+@var{Name},-@var{Value})
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@findex swi_nb_getval/2
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@snindex swi_nb_getval/2
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@cnindex swi_nb_getval/2
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The @code{nb_getval/2} predicate is a synonym for b_getval/2, introduced for
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compatibility and symmetry.  As most scenarios will use a particular
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global variable either using non-backtrackable or backtrackable
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assignment, using @code{nb_getval/2} can be used to document that the 
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variable is used non-backtrackable.
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@c     \predicate{nb_linkval}{2}{+Name, +Value}
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@c Associates the term @var{Value} with the atom @var{Name} without copying
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@c it. This is a fast special-purpose variation of nb_setval/2 intended for
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@c expert users only because the semantics on backtracking to a point
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@c before creating the link are poorly defined for compound terms. The
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@c principal term is always left untouched, but backtracking behaviour on
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@c arguments is undone if the original assignment was \jargon{trailed} and
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@c left alone otherwise, which implies that the history that created the
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@c term affects the behaviour on backtracking. Please consider the
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@c following example:
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@c \begin{code}
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@c demo_nb_linkval :-
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@c 	T = nice(N),
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@c 	(   N = world,
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@c 	    nb_linkval(myvar, T),
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@c 	    fail
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@c 	;   nb_getval(myvar, V),
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@c 	    writeln(V)
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@c 	).
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@c \end{code}
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@item nb_current(?@var{Name},?@var{Value})
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@findex swi_nb_current/2
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@snindex swi_nb_current/2
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@cnindex swi_nb_current/2
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Enumerate all defined variables with their value. The order of
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enumeration is undefined.
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@item nb_delete(?@var{Name})
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@findex nb_delete/1
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@snindex nb_delete/1
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@cnindex nb_delete/1
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Delete the named global variable.
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@end table
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@section Compatibility of Global Variables
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Global variables have been introduced by various Prolog
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implementations recently.  YAP follows their implementation in SWI-Prolog, itself
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based on hProlog by Bart Demoen. Jan and Bart
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decided that the semantics if hProlog @code{nb_setval/2}, which is
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equivalent to @code{nb_linkval/2} is not acceptable for normal Prolog
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users as the behaviour is influenced by how builtin predicates
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constructing terms (@code{read/1}, @code{=../2}, etc.) are implemented.
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GNU-Prolog provides a rich set of global variables, including arrays.
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Arrays can be implemented easily in SWI-Prolog using @code{functor/3} and
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@code{setarg/3} due to the unrestricted arity of compound terms.
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