############################################################################
#
#	File:     allof.icn
#
#	Subject:  Procedure for conjunction control operation
#
#	Author:   Robert J. Alexander
#
#	Date:     April 28, 1990
#
############################################################################
#
#   This file is in the public domain.
#
############################################################################
#
#  allof{expr1,expr2} -- Control operation that performs iterative
#                        conjunction.
#
#     Iterative conjunction permits a conjunction expression to be built
#  at run time which supports full backtracking among the created terms
#  of the expression.  The computed expression can be of arbitrary
#  length, and is built via an iterative loop in which one term is
#  appended to the expression (as if connected with a "&" operator) per
#  iteration.
#
#     Expr1 works like the control expression of "every-do"; it controls
#  iteration by being resumed to produce all of its possible results.
#  The allof{} expression produces the outcome of conjunction of all of
#  the resulting instances of expr2.
#
#     For example:
#
#       global c
#       ...
#       pattern := "ab*"
#       "abcdef" ? {
#          allof { c := !pattern ,
#             if c == "*" then move(0 to *&subject - &pos + 1) else =c
#             } & pos(0)
#          }
#
#  This example will perform a wild card match on "abcdef" against
#  pattern "ab*", where "*" in a pattern matches 0 or more characters.
#  Since pos(0) will fail the first time it is evaluated, the allof{}
#  expression will be resumed just as a conjunction expression would,
#  and backtracking will propagate through all of the instances of
#  expr2; the expression will ultimately succeed (as its conjunctive
#  equivalent would).
#
#     Note that, due to the scope of variables in co-expressions,
#  variables shared between expr1 and expr2 must have global scope,
#  hence c in the above example must be global.
#
#     The allof{} procedure models Icon's expression evaluation
#  mechanism in that it explicitly performs backtracking.  The author of
#  this procedure knows of no way to invoke Icon's built-in goal
#  directed evaluation to perform conjunction of a arbitrary number of
#  computed expressions (suggestions welcome).
#
############################################################################
#
#  Requires:  co-expressions
#
############################################################################

procedure allof(expr)
   local elist,i,x,v
   #
   #  Initialize
   #
   elist := []          # expression list
   i := 1               # expression list index
   
   #
   #  Loop until backtracking over all expr[2]s has failed.
   #
   while i > 0 do {
      if not (x := elist[i]) then
         #
         #  If we're at the end of the list of expressions, attempt an
         #  iteration to produce another expression.
         #
         if @expr[1] then
            put(elist,x := ^expr[2])
         else {
            #
            #  If no further iterations, suspend a result.
            #
            suspend v
            #
            #  We've been backed into -- reset to last expr[2].
            #
            i -:= 1
            }
      #
      #  Evaluate the expression.
      #
      if v := @\x then {
         #
         #  If success, move on to the refreshed next expression.
         #
         i +:= 1
         elist[i] := ^elist[i]
         }
      else
         #
         #  If failure, back up.
         #
         i -:= 1
      }
end