def test_numeric_function_set():
    lang = numeric.generate_numeric_instance()
    lang.get_sort('particle')
    p1 = lang.get_constant('p1')
    x = lang.get_function('x')
    model = tarski.model.create(lang)
    model.setx(x(p1), 1.0)
def test_blocksworld_set():
    lang = blocksworld.generate_small_fstrips_bw_language()
    model = Model(lang)
    loc = lang.get_function('loc')
    b1, table = (lang.get_constant(s) for s in ('b1', 'table'))
    model.setx(loc(b1), table)

    assert evaluate(loc(b1), model) == table
def test_blocksworld_set_via_square_brackets():
    lang = blocksworld.generate_small_fstrips_bw_language()
    model = Model(lang)
    model.evaluator = evaluate
    loc = lang.get_function('loc')
    b1, table = (lang.get_constant(s) for s in ('b1', 'table'))
    model.setx(loc(b1), table)

    assert model[loc(b1)] == table
def test_numeric_rel_formula_evaluation():
    lang = numeric.generate_numeric_instance()
    p1 = lang.get_constant('p1')
    p2 = lang.get_constant('p2')
    x = lang.get_function('x')
    model = tarski.model.create(lang)
    model.evaluator = evaluate
    model.setx(x(p1), 1.0)
    model.setx(x(p2), 2.0)

    assert model[x(p1) < x(p2)] is True
def test_numeric_builtin_addition():
    lang = numeric.generate_numeric_instance()
    p1 = lang.get_constant('p1')
    x = lang.get_function('x')
    model = tarski.model.create(lang)
    model.evaluator = evaluate
    model.setx(x(p1), 1.0)

    expr = model[x(p1) + 1.0]

    assert isinstance(expr, Constant)
    assert expr.symbol == 2.0
Exemplo n.º 6
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def test_numeric_builtin_addition_int():
    lang = language(theories=[Theory.EQUALITY, Theory.ARITHMETIC])

    # The sorts
    particle = lang.sort('bowl')

    eggs = lang.function('eggs', lang.Object, lang.Integer)
    bowl_1 = lang.constant('bowl_1', particle)
    model = tarski.model.create(lang)
    model.evaluator = evaluate
    model.setx(eggs(bowl_1), 1)
    expr = model[eggs(bowl_1) + 1]

    assert isinstance(expr, Constant)
    assert isinstance(expr.symbol, int)
    assert expr.symbol == 2
def test_predicate_without_equality_reals():
    import numpy

    lang = tarski.language(theories=[])
    leq = lang.predicate('leq', lang.Real, lang.Real)
    w = lang.function('w', lang.Object, lang.Real)
    o1 = lang.constant("o1", lang.Object)
    o2 = lang.constant("o2", lang.Object)

    model = Model(lang)
    model.evaluator = evaluate

    model.setx(w(o1), 1.0)
    model.setx(w(o2), 2.0)
    for x in numpy.arange(0.0, 5.0):
        for y in numpy.arange(x, 5.0):
            model.add(leq, x, y)

    assert model[leq(w(o1), w(o2))] is True
    assert model[leq(w(o2), w(o1))] is False
def test_ite():
    lang = tarski.language('arith', [Theory.EQUALITY, Theory.ARITHMETIC])

    c = lang.constant(1, lang.Integer)

    x = lang.function('x', lang.Integer)
    y = lang.function('y', lang.Integer)

    phi = (x() <= y()) & (y() <= x())

    t1 = x() + 2
    t2 = y() + 3

    tau = ite(phi, t1, t2)

    model = Model(lang)
    model.evaluator = evaluate

    model.setx(x(), 1)
    model.setx(y(), 2)

    assert model[tau].symbol == 5