The clients are one or more SICStus processes that have connection(s) to the server.
To load the package, enter the query
     | ?- use_module(library('linda/client')).
   Some of the following predicates fail if they don't receive an
answer from the Linda-server in a reasonable amount of time.  That time
is set with the predicate linda_timeout/2.
     
linda_client(+Address)linda/[0,1].
     It is not possible to be connected to two Linda-servers at the same time.
This predicate can fail due to a timeout.
     
close_clientshutdown_server/0linda/[0,1] succeeds).  Courtesy of Malcolm Ryan. 
Note that close_client/0 should be called after
shutdown_server/0. shutdown_server/0 will raise an error
if there is no connection between the client and the server.
     linda_timeout(?OldTime, ?NewTime)off or of the form
Seconds:Milliseconds.  The former value indicates that the timeout
mechanism is disabled, that is, eternal waiting.  The latter form is the
timeout-time.
     out(+Tuple)in(?Tuple)out/1).
     in_noblock(?Tuple)This predicate can fail due to a timeout.
     
in(+TupleList, ?Tuple)in/1 but succeeds when either of the tuples in TupleList
is available. Tuple is unified with the fetched tuple.  If
that unification fails, the tuple is not reinserted in the
tuple-space.
     rd(?Tuple)in/1: the tuple is not removed.
     rd_noblock(?Tuple)This predicate can fail due to a timeout.
     
rd(+TupleList, ?Tuple)in/2 but does not remove any tuples.
     bagof_rd_noblock(?Template, +Tuple, ?Bag)The behavior of variables in Tuple and Template is as
in bagof/3.  The variables could be existentially
quantified with ^/2 as in bagof/3.
     
The operation is performed as an atomic operation.
This predicate can fail due to a timeout.
Example: Assume that only one client is connected to the server and that the tuple-space initially is empty.
          | ?- out(x(a,3)), out(x(a,4)), out(x(b,3)), out(x(c,3)).
          
          | ?- bagof_rd_noblock(C-N, x(C,N), L).
          
          C = _32,
          L = [a-3,a-4,b-3,c-3],
          N = _52
          
          | ?- bagof_rd_noblock(C, N^x(C,N), L).
          
          C = _32,
          L = [a,a,b,c],
          N = _48