def test_connective(self):
for input_conn, expected_conn in [
(logic.BinaryConnective.CONJUNCTION, "&"),
(logic.BinaryConnective.DISJUNCTION, "|"),
]:
with self.subTest(input_conn=input_conn, expected_conn=expected_conn):
self.assert_compiler(
logic.BinaryFormula(
logic.Variable("X"), input_conn, logic.Variable("Y")
),
"X%sY" % expected_conn,
)
def test_verum(self):
inp = """fof(mElmSort,axiom,(
! [W0] :
( aElement0(W0)
=> $true ) ))."""
result = problem.AnnotatedFormula(
logic="fof",
name="mElmSort",
role=problem.FormulaRole.AXIOM,
formula=logic.QuantifiedFormula(
quantifier=logic.Quantifier.UNIVERSAL,
variables=[logic.Variable("W0")],
formula=logic.BinaryFormula(
left=logic.PredicateExpression(
predicate="aElement0",
arguments=[logic.Variable("W0")]),
operator=logic.BinaryConnective.IMPLICATION,
right=logic.DefinedConstant.VERUM,
),
),
)
self.check_parser(inp, result)
def test_functor(self):
inp = """cnf(and_definition1,axiom,( and(X,n0) = n0 ))."""
result = problem.AnnotatedFormula(
logic="cnf",
name="and_definition1",
role=problem.FormulaRole.AXIOM,
formula=logic.BinaryFormula(
left=logic.FunctorExpression(
functor="and",
arguments=[logic.Variable("X"),
logic.Constant("n0")]),
operator=logic.BinaryConnective.EQ,
right=logic.Constant("n0"),
),
)
self.check_parser(inp, result)
def parseJavaToPython(node):
if node.getVisitName() == "quantifier":
return logic.Quantifier(node.getId())
elif node.getVisitName() == "binary_connective":
return logic.BinaryConnective(node.getId())
elif node.getVisitName() == "defined_predicate":
return logic.DefinedPredicate(node.getId())
elif node.getVisitName() == "unary_connective":
return logic.UnaryConnective(node.getId())
elif node.getVisitName() == "unary_formula":
return logic.UnaryFormula(
OWLParser.parseJavaToPython(node.getConnective()),
OWLParser.parseJavaToPython(node.getFormula()))
elif node.getVisitName() == "quantified_formula":
variables = []
for var in node.getVariables():
variables.append(OWLParser.parseJavaToPython(var))
return logic.QuantifiedFormula(
OWLParser.parseJavaToPython(node.getQuantifier()), variables,
OWLParser.parseJavaToPython(node.getFormula()))
elif node.getVisitName() == "binary_formula":
return logic.BinaryFormula(
OWLParser.parseJavaToPython(node.getLeft()),
OWLParser.parseJavaToPython(node.getOp()),
OWLParser.parseJavaToPython(node.getRight()))
elif node.getVisitName() == "predicate_expression":
# TODO: find out how to handle lists like arguments
arguments = []
for arg in node.getArguments():
arguments.append(OWLParser.parseJavaToPython(arg))
return logic.PredicateExpression(node.getPredicate(), arguments)
elif node.getVisitName() == "typed_variable":
return logic.TypedVariable(
node.getName(), OWLParser.parseJavaToPython(node.getVType()))
elif node.getVisitName() == "variable":
return logic.Variable(node.getSymbol())
elif node.getVisitName() == "constant":
return logic.Constant(node.getSymbol())
elif node.getVisitName() == "defined_constant":
return logic.DefinedConstant(node.getId())
elif node.getVisitName() == "subtype":
return logic.Subtype(OWLParser.parseJavaToPython(node.getLeft),
OWLParser.parseJavaToPython(node.getRight))
elif node.getVisitName() == "type":
return logic.Type(node.getName())
def test_quantifier(self):
inp = "![X1,X2]:?[Y1,Y2]:p(X1,X2,Y1,Y2)"
result = logic.QuantifiedFormula(
logic.Quantifier.UNIVERSAL,
[logic.Variable("X1"), logic.Variable("X2")],
logic.QuantifiedFormula(
logic.Quantifier.EXISTENTIAL,
[logic.Variable("Y1"),
logic.Variable("Y2")],
logic.PredicateExpression(
"p",
[
logic.Variable("X1"),
logic.Variable("X2"),
logic.Variable("Y1"),
logic.Variable("Y2"),
],
),
),
)
return inp, result
def parse_variable(self, variable: dict) -> logic.Variable:
return logic.Variable(symbol=variable["symbol"])
def visit_variable(self, obj, **kwargs):
assert len(obj.children) == 1 and isinstance(obj.children[0], str)
return logic.Variable(obj.children[0])
def test_variable(self):
self.assert_compiler(logic.Variable("X"), "X")
