def test_run() -> None:
assert Solver.run("1/2 + 3/4") == "1_1/4"
assert Solver.run("1 + 0") == "1"
assert Solver.run("3_1/2 * 3") == "10_1/2"
assert Solver.run("2_4/5 - 11/10") == "1_7/10"
assert Solver.run("10 / 2") == "5"
assert Solver.run("13/2 / 3/2") == "4_1/3"
assert Solver.run("-1_1/3 - 1/3") == "-1_2/3"
assert Solver.run("-1/2 * 2") == "-1"
def calculator() -> None:
click.echo(
click.style(
("Welcome, please enter an operation.\n"
"E.g. 1 + 2, 1/2 - 3/4, 2_2/3 / -8_1/5\n"
"Press Ctrl+C to exit."),
fg="magenta",
))
while True:
input = click.prompt(click.style("?", fg="green"))
try:
click.echo(
click.style("= ", fg="blue") +
click.style(Solver.run(input), fg="yellow"))
except ValueError as excinfo:
click.echo(click.style(str(excinfo), fg="red"))
cnt = 0
print("{:<20} {:<10}".format('PHM positions',
'Failure of critical function'))
print("------------- ----------------------------")
for state in states:
cnt += 1
if select and cnt < number:
continue
if select and cnt > number:
break
model_description = model.load_phm(model_description, state)
# Build the model
bn = BayesianNetwork(model_description)
bayesian_model = bn.build()
solver = Solver(bayesian_model, display, evidence)
e = solver.run(mapquery=False, printed=False)
if e < failure:
final_state = state
failure = e
print("{:<20} {:.4E} *".format(cnt, e))
else:
print("{:<20} {:.4E}".format(cnt, e))
if details:
print('\n=====================\n')
model_description = model.load_phm(model_description, final_state)
# Build the model
bn = BayesianNetwork(model_description)
bayesian_model = bn.build()
solver = Solver(bayesian_model, display_final, evidence)
e = solver.run(mapquery=False, printed=True)
print('\n=====================\n')
from src.solver import Solver
for i in range(2, 42):
runner = Solver()
print("========================================================")
print(i.__str__() + "begin :: ")
runner.run("../dataset/raw_datas/g" + i.__str__())
def main():
parser = setup_parser()
args = parser.parse_args()
solver = Solver(args.text_file)
solver.run()
