Example #1
0
 def _list_contains(self, other):  # for being able to use 'in' when expressing extension constraints
     if not OpOverrider.activated:
         return self.__contains__(other)
     if isinstance(other, types.GeneratorType):
         other = list(other)
     if is_containing(other, Variable) and len(self) > 0 and isinstance(self[0], (list, tuple, int)):
         queue_in.append((self, other))
         return True
     if is_containing(other, Variable) and len(self) == 0:
         return other in set(self)
     error_if(is_containing(other, Variable),
              "It seems that you should use a set and not a list, as in x in {...}." + " Your arguments are " + str(other) + " " + str(self))
     if isinstance(other, int) and (is_1d_list(self, Variable) or is_1d_tuple(self, Variable)):  # member/element constraint
         queue_in.append((self, other))
         return True
     return self.__contains__(other)
Example #2
0
 def _enumerate_contains(self, other):
     if not OpOverrider.activated:
         return self.__contains__(other)
     if is_containing(other, Variable):
         tmp = list(self)
         if len(tmp) > 0 and isinstance(tmp[0], (tuple, int)):
             queue_in.append((tmp, other))
             return True
     return self.__contains__(other)
Example #3
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def _compact_constraint_arguments(arguments):
    for arg in list(arguments.values()):
        if isinstance(arg.content, list) and len(arg.content) > 0 and arg.content_compressible:
            if not isinstance(arg.content[0], list):  # It is only one list
                arg.content = compact(arg.content, preserve_order=arg.content_ordered)
            elif arg.lifted is True:
                arg.content = [compact(l, preserve_order=arg.content_ordered) for l in arg.content]
        elif arg.name == TypeCtrArg.MATRIX:  # Special case for matrix
            sc = None if is_containing(arg.content_compressible, int) else _simple_compact(flatten(arg.content_compressible))
            arg.content = sc if sc is not None else arg.content
Example #4
0
 def _tuple_contains(self, other):
     if not OpOverrider.activated:
         return self.__contains__(other)
     if is_containing(other, Variable) and len(self) > 0 and isinstance(self[0], (tuple, int)):
         queue_in.append((list(self), other))
         return True
     if isinstance(other, int) and (is_1d_list(self, Variable) or is_1d_tuple(self, Variable)):  # member/element constraint
         queue_in.append((self, other))
         return True
     return self.__contains__(other)
Example #5
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 def get_item_with_name(s):
     if '[' in s:  # we need to look for arrays
         pos = s.index("[")
         prefix, suffix = s[:pos], s[pos:]
         assert prefix in VarEntities.prefixToEVarArray
         va = VarEntities.prefixToEVarArray[prefix]
         indexes = [
             int(v) if len(v) > 0 else None
             for v in re.split("\]\[", suffix[1:-1])
         ]
         if is_containing(indexes, int):
             res = va.variables
             for v in indexes:
                 res = res[v]
             return res
         else:
             assert is_containing(indexes, type(None))
             return va
     else:
         for item in VarEntities.items:
             if isinstance(item, EVar) and item.id == s:
                 return item
     return None
Example #6
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 def _set_contains(self, other):  # for being able to use 'in' when expressing intension/extension constraints
     if not OpOverrider.activated:
         return self.__contains__(other)
     if isinstance(other, types.GeneratorType):
         other = list(other)
     tself = unique_type_in(self)
     # if isinstance(other, Variable) and len(self) > 0 and is_containing(self, int):  # unary table constraint
     if isinstance(other, Variable) and tself in {int, str}:  # unary table constraint
         queue_in.append((list(self), other))
         return True
     # if isinstance(other, (Variable, PartialConstraint)) or isinstance(other, (int, str)) and is_containing(self, Variable):  # intension constraint
     if isinstance(other, (Variable, PartialConstraint)) or isinstance(other, (int, str)) and tself and issubclass(tself, Variable):  # intension constraint
         queue_in.append((self, other))
         return True
     # if is_1d_tuple(other, Variable) or is_1d_list(other, Variable):  # non-unary table constraint
     #     queue_in.append((list(self), other))
     #     return True
     if is_containing(other, Variable):  # non-unary table constraint
         queue_in.append((list(self), flatten(other)))
         return True
     return self.__contains__(other)
Example #7
0
def _compact_constraint_group(group):
    preserve_order = False
    cnt = 0
    if isinstance(group.abstraction, dict):
        for key, value in group.abstraction.items():
            if "%" in str(value):
                cnt += 1
            argument = group.entities[0].constraint.arguments[key]
            if argument.content_compressible:
                if "%" not in str(value):
                    if key == TypeCtrArg.MATRIX:  # Special case for matrix
                        sc = None if is_containing(argument.content_compressible, int) else _simple_compact(flatten(argument.content_compressible))
                        group.abstraction[key] = sc if sc is not None else group.abstraction[key]
                    else:
                        group.abstraction[key] = compact(value, preserve_order=argument.content_ordered)
                elif argument.content_ordered is True:
                    preserve_order = True
    else:
        preserve_order = True
    if cnt > 1:
        preserve_order = True
    for i in range(len(group.all_args)):
        group.all_args[i] = compact(group.all_args[i], preserve_order=preserve_order, group_args=True)
Example #8
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 def __mul__(self, other):
     assert is_containing(self, (Variable, Node))
     return ScalarProduct(self, list(other) if isinstance(other, (tuple, range)) else other)
Example #9
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 def __mul__(self, other):
     if is_containing(other, (Variable, Node)):
         return ScalarProduct(other, self)
     assert is_containing(self, (Variable, Node))
     return ScalarProduct(self, other)
Example #10
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 def __contains__li(self, other):
     if is_containing(other, Variable) and len(self) > 0 and isinstance(self[0], (tuple, int)):
         queue_in.append((self, other))
         return True
     return list.__contains__(self, other)
Example #11
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 def _list_mul(self, other):  # for being able to use scalar products
     if is_containing(self, (Variable, Node), check_first_only=True):
         return ScalarProduct(self, other)
     return list.__mul__(self, other)
Example #12
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 def _tuple_mul(self, other):  # for being able to use scalar products
     if is_containing(self, (Variable, Node), check_first_only=True):
         return ScalarProduct(self, other)
     if is_containing(self, int) and isinstance(other, (list, tuple)) and is_containing(other, (Variable, Node), check_first_only=True):
         return ScalarProduct(other, self)
     return tuple.__mul__(self, other)
Example #13
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 def is_containing_hole(self):
     if self.containing_hole is None:
         self.containing_hole = is_containing(self.variables,
                                              type(None),
                                              check_first_only=True)
     return self.containing_hole