def test_assignment_str_literal_arg():
# This caused an infinite recursion because the test in the library
# is for 'Sequence' when it should be for 'list'
input_1 = "hello"
output = basic.Place()
assignment = basic.assign(output, len, input_1)
assignment()
assert output.value == 5
def test_assignment_variable_args():
input_1 = basic.Place(value=1)
input_2 = basic.Place(value=2)
output = basic.Place()
assignment = basic.assign(output, operator.add, input_1, input_2)
assignment()
assert output.value == 3
input_2.value = 3
assignment()
assert output.value == 4
def test_assignment_tuple_arg():
input_1 = basic.Place(value=1)
input_2 = basic.Place(value=2)
input_3 = basic.Place(value=3)
output = basic.Place()
assignment = basic.assign(output, sum, (input_1, input_2, input_3))
assignment()
assert output.value == 6
input_3.value = 4
assignment()
assert output.value == 7
def test_assignment_coroutine_function():
input_1 = basic.Place(value=1)
input_2 = basic.Place(value=2)
input_3 = basic.Place(value=3)
output = basic.Place()
assignment = basic.assign(output, async_sum, [input_1, input_2, input_3])
assert inspect.iscoroutinefunction(assignment)
asyncio.run(assignment())
assert output.value == 6
input_3.value = 4
asyncio.run(assignment())
assert output.value == 7
def test_assignment_mixed_args():
input_1 = basic.Place(value=1)
input_2 = basic.Place(value=2)
output = basic.Place()
# Here, we test all three types of args, a list, variables and
# literals
assignment = basic.assign(output, sum, [input_1, input_2, 3])
assignment()
assert output.value == 6
input_2.value = 3
assignment()
assert output.value == 7
def test_single_dependency():
input_cell = basic.Place(name="input_cell", value=99)
output_cell = basic.Place(name="output_cell")
add = basic.assign(output_cell, sum, [input_cell])
graph = basic.DependencyGraph()
basic.compute_sequential(graph)
assert output_cell.value is None
graph.add_dependency(add, input_cell)
graph.add_dependency(output_cell, add)
basic.compute_sequential(graph)
assert output_cell.value == 99
input_cell.value = 87
basic.compute_sequential(graph)
assert output_cell.value == 87
def test_add_precedence():
# add_precedence(A, B) is a synonym for add_dependency(B, A)
input_cell = basic.Place(name="input_cell", value=99)
output_cell = basic.Place(name="output_cell")
add = basic.assign(output_cell, sum, [input_cell])
graph = basic.DependencyGraph()
basic.compute_sequential(graph)
assert output_cell.value is None
graph.add_precedence(input_cell, add)
graph.add_precedence(add, output_cell)
basic.compute_sequential(graph)
assert output_cell.value == 99
input_cell.value = 87
basic.compute_sequential(graph)
assert output_cell.value == 87
def test_two_dependencies():
input_cell_1 = basic.Place(name="input_cell_1", value=1)
input_cell_2 = basic.Place(name="input_cell_2", value=2)
child_cell_1 = basic.Place(name="child_cell_1")
child_cell_2 = basic.Place(name="child_cell_2")
output_cell = basic.Place(name="output_cell")
add_1 = basic.assign(child_cell_1, sum, [input_cell_1, input_cell_2])
add_2 = basic.assign(child_cell_2, sum, [input_cell_1, input_cell_2])
add_3 = basic.assign(output_cell, sum, [child_cell_1, child_cell_2])
graph = basic.DependencyGraph()
# No dependencies declared yet
basic.compute_sequential(graph)
assert output_cell.value is None
wrappers = {}
computed_order = []
def wrapper(cell):
result = wrappers.get(cell, None)
if not result:
result = CellWrapper(cell, computed_order)
wrappers[cell] = result
return result
# ======================================================================
# Add a dependency and make sure that the computation order is correct.
graph.add_dependency(wrapper(add_1), wrapper(input_cell_1))
basic.compute_sequential(graph)
assert len(computed_order) == 2
assert is_before(input_cell_1, add_1, computed_order)
# ======================================================================
# Add a dependency and make sure that the computation order is correct.
graph.add_dependency(wrapper(add_1), wrapper(input_cell_2))
computed_order.clear()
assert len(computed_order) == 0
basic.compute_sequential(graph)
assert len(computed_order) == 3
assert is_before(input_cell_1, add_1, computed_order)
assert is_before(input_cell_2, add_1, computed_order)
# ======================================================================
# Add more dependencies and make sure that the computation order is
# correct.
graph.add_dependency(wrapper(child_cell_1), wrapper(add_1))
graph.add_dependency(wrapper(add_2), wrapper(input_cell_1))
graph.add_dependency(wrapper(add_2), wrapper(input_cell_2))
graph.add_dependency(wrapper(child_cell_2), wrapper(add_2))
graph.add_dependency(wrapper(add_3), wrapper(child_cell_1))
graph.add_dependency(wrapper(add_3), wrapper(child_cell_2))
graph.add_dependency(wrapper(output_cell), wrapper(add_3))
computed_order.clear()
assert len(computed_order) == 0
basic.compute_sequential(graph)
assert len(computed_order) == 8
assert is_before(input_cell_1, add_1, computed_order)
assert is_before(input_cell_2, add_1, computed_order)
assert is_before(input_cell_1, add_2, computed_order)
assert is_before(input_cell_2, add_2, computed_order)
assert is_before(add_1, child_cell_1, computed_order)
assert is_before(add_2, child_cell_2, computed_order)
assert is_before(child_cell_1, add_3, computed_order)
assert is_before(child_cell_2, add_3, computed_order)
assert is_before(add_3, output_cell, computed_order)
assert output_cell.value == 6
input_cell_2.value = 3
basic.compute_sequential(graph)
assert output_cell.value == 8
def test_assignment_literal_args():
output = basic.Place()
assignment = basic.assign(output, operator.add, 1, 2)
assignment()
assert output.value == 3