Ejemplo n.º 1
0
    def func(op1, op2):
        op = op1(op2)
        attr = {}
        attr.update(op2.attrout)
        attr.update(op1.attrout)
        assert_equal(op.attrout, attr)
        assert_is(op.classout, op1.classout)
        if op1.flags.linear:
            assert_is_type(op, ZeroOperator)
            assert_same(op.todense(shapein=3, shapeout=4), np.zeros((4, 3)))
            return
        if op1.flags.shape_output == 'unconstrained' or \
           op1.flags.shape_input != 'explicit' and \
           op2.flags.shape_output != 'explicit':
            assert_is_type(op, CompositionOperator)
        else:
            assert_is_type(op, ConstantOperator)

        if op1.flags.shape_input == 'unconstrained' and \
           op2.flags.shape_output == 'unconstrained':
            return
        with rule_manager(none=True):
            op_ref = op1(op2)
        assert_same(op.todense(shapein=3, shapeout=4),
                    op_ref.todense(shapein=3, shapeout=4))
Ejemplo n.º 2
0
 def func(op_, id_):
     op = op_(id_)
     assert_is_type(op, type(op_))
     attr = {}
     assert_is(op.classout, op_.classout)
     attr.update(id_.attrout)
     attr.update(op_.attrout)
     assert_eq(op.attrout, attr)
     assert_eq(op.flags.linear, op_.flags.linear)
     assert_eq(op.flags.contiguous_input, op_.flags.contiguous_input)
Ejemplo n.º 3
0
 def func(s1, s2, s3, o1, o2, ref):
         rule = BinaryRule(s1 + ',' + s2, s3)
         result = rule(o1, o2)
         assert_is_not_none(result)
         assert_is_instance(result, Operator)
         if s3 == '1':
             assert_is_instance(result, IdentityOperator)
             return
         o3 = eval('ref.'+s3) if s3 != '.' else ref
         assert_is(result, o3)
Ejemplo n.º 4
0
def test_homothety_operator():
    s = HomothetyOperator(1)
    assert s.C is s.T is s.H is s.I is s

    s = HomothetyOperator(-1)
    assert s.C is s.T is s.H is s.I is s

    s = HomothetyOperator(2.)
    assert s.C is s.T is s.H is s
    assert_is_not(s.I, s)

    def func(o):
        assert_is_instance(o, HomothetyOperator)
    for o in (s.I, s.I.C, s.I.T, s.I.H, s.I.I):
        yield func, o

    s = HomothetyOperator(complex(1, 1))
    assert_is(s.T, s)
    assert_is(s.H, s.C)
    assert_not_in(s.I, (s, s.C))
    assert_not_in(s.I.C, (s, s.C))
    assert_is_instance(s.C, HomothetyOperator)
    for o in (s.I, s.I.C, s.I.T, s.I.H, s.I.I):
        yield func, o
Ejemplo n.º 5
0
def test_dtype():
    assert_is(Quantity(1).dtype, np.dtype(float))
    assert_is(Quantity(1, dtype='float32').dtype, np.dtype(np.float32))
    assert_is(Quantity(1.).dtype, np.dtype(float))
    assert_is(Quantity(complex(1, 0)).dtype, np.dtype(np.complex128))
    assert_is(Quantity(1., dtype=np.complex64).dtype, np.dtype(np.complex64))
    assert_is(Quantity(1., dtype=np.complex128).dtype, np.dtype(np.complex128))
    assert_is(Quantity(1., dtype=np.complex256).dtype, np.dtype(np.complex256))
    assert_is(Quantity(np.array(complex(1, 0))).dtype, np.dtype(complex))
    assert_is(Quantity(np.array(np.complex64(1.))).dtype,
              np.dtype(np.complex64))
    assert_is(Quantity(np.array(np.complex128(1.))).dtype, np.dtype(complex))
Ejemplo n.º 6
0
 def func(s, p):
     r = UnaryRule(s, p)
     if p == '.':
         assert_is(r(op1), op1)
     else:
         assert_is_instance(r(op1), IdentityOperator)