Exemplo n.º 1
0
    def test_regref_transform(self, setup_eng):
        """Test circuit with regref transforms doesn't raise any errors"""
        eng, prog = setup_eng(2)

        with prog.context as q:
            ops.MeasureX | q[0]
            ops.Sgate(q[0]) | q[1]
            # symbolic hermitian conjugate together with register reference
            ops.Dgate(q[0]).H | q[1]
            ops.Sgate(ops.RR(q[0], lambda x: x ** 2)) | q[1]
            ops.Dgate(ops.RR(q[0], lambda x: -x)).H | q[1]

        eng.run(prog)
Exemplo n.º 2
0
    def test_regref_no_func_str(self):
        """Test a regreftransform with no function string raises exception"""
        prog = Program(2)

        with prog.context as q:
            ops.Sgate(0.43) | q[0]
            ops.MeasureX | q[0]
            ops.Zgate(ops.RR(q[0], lambda x: 2 * x)) | q[1]

        with pytest.raises(ValueError, match="not supported by Blackbird"):
            io.to_blackbird(prog)
Exemplo n.º 3
0
def test_parameters_with_operations(batch_size, setup_eng, backend, hbar):
    """Test using different types of Parameters with different classes
    of ParOperations."""

    # TODO: this test is very hard to understand. Should be split up,
    # and separated into many individual tests that do one thing only.

    # TODO: In the original test suite, this test appears to 'work' on the
    # Gaussian backend, even though it never explicitly ignores non-Gaussian
    # operations. It even worked on the Fock backends, even though the Fock
    # backend doesn't support the ThermalLoss channel?!

    # TODO: This test doesn't assert anything!!!!!
    eng, prog = setup_eng(2)
    r = prog.register

    @sf.convert
    def func1(x):
        return abs(2 * x**2 - 3 * x + 1)

    @sf.convert
    def func2(x, y):
        return abs(2 * x * y - y**2 + 0.5)

    kwargs = {}

    # RegRefTransforms for deferred measurements (note that some operations
    # expect nonnegative parameter values)
    rr_inputs = [ops.RR(r[0], lambda x: x**2), func1(r[0]), func2(*r)]
    rr_pars = tuple(Parameter(k) for k in rr_inputs)

    # other types of parameters
    other_inputs = [0.14]
    if isinstance(eng.backend, TFBackend):
        # HACK: add placeholders for tf.Variables
        other_inputs.append(np.inf)
        if batch_size is not None:
            # test batched input
            other_inputs.append(np.random.uniform(size=(batch_size, )))

    other_pars = tuple(Parameter(k) for k in other_inputs)

    def check(G, par, measure=False):
        """Check a ParOperation/Parameters combination"""
        # construct the op using the given tuple of Parameters as args
        G = G(*par)
        with prog:
            if measure:
                r[0].val = 0.1
                r[1].val = 0.2
            if G.ns == 1:
                G | r[0]
            else:
                G | (r[0], r[1])

        prog.optimize()

        try:
            eng.run(prog, **kwargs)
        except NotApplicableError as err:
            # catch unapplicable op/backend combinations here
            logging.debug(err)
            # unsuccessful run means the queue was not emptied.
            eng.reset_queue()
        except NotImplementedError as err:
            # catch not yet implemented op/backend combinations here
            logging.debug(err)
            # unsuccessful run means the queue was not emptied.
            eng.reset_queue()

        prog.locked = False

    scalar_arg_preparations = (
        ops.Coherent,
        ops.Squeezed,
        ops.DisplacedSqueezed,
        ops.Thermal,
        ops.Catstate,
    )
    # Fock requires an integer parameter
    testset = set(ops.one_args_gates + ops.two_args_gates + ops.channels +
                  scalar_arg_preparations) - {ops.ThermalLossChannel}
    print(testset)

    for G in testset:
        sig = inspect.signature(G.__init__)
        n_args = (len(sig.parameters) - 1
                  )  # number of parameters __init__ takes, minus self
        if n_args < 1:
            logging.debug(
                "Unexpected number of args ({}) for {}, check the testset.".
                format(n_args, G))

        # shortcut, only test cartesian products up to two parameter types
        # n_args = min(n_args, 2)

        # check all combinations of Parameter types
        for p in itertools.product(rr_pars + other_pars, repeat=n_args):
            # TODO: For now decompose() works on unevaluated Parameters.
            # This causes an error if a :class:`.RegRefTransform`-based Parameter is used, and
            # decompose() tries to do arithmetic on it.
            if isinstance(p[0].x, ops.RR):
                continue

            if isinstance(eng.backend, TFBackend):
                # declare tensorflow Variables here (otherwise they will be on a different graph when we do backend.reset below)
                # replace placeholders with tf.Variable instances
                def f(q):
                    if np.any(q.x == np.inf):  # detect the HACK
                        if f.v is None:  # only construct one instance, only when needed
                            f.v = Parameter(
                                tf.Variable(0.8, name="sf_parameter"))
                        return f.v
                    return q

                f.v = None  # kind of like a static variable in a function in C
                p = tuple(map(f, p))

                # create new tf.Session (which will be associated with the default graph) and initialize variables
                session = tf.Session()
                kwargs["session"] = session
                session.run(tf.global_variables_initializer())
                check(G, p, measure=True)
                session.close()

            else:
                check(G, p, measure=True)

            eng.backend.reset()