Running out of Memory

[richarnaik]

I ran PIRATE with a simulated dataset, and the process as killed, because of running out of memory. Here are screenshots of the terminal:

My code looks like this:

`

function for making experiments

def make_experiments( dataset): x = dataset["t"].values funcs = {} for col in ["C","T","dCdt"]: y = dataset[col].values gp = GP(x[:, np.newaxis], y[:, np.newaxis]) gp.train(num_epochs=1, learning_rate=0.1) gp.predict_mode()

    # Extract function
    # Sorry for the a-kludge :(
    f = Function(gp.model.get_mean_function())

    funcs[col] = f

experiments = [
    Experiment({"C": funcs["C"], "T": funcs["T"]}, dataset[["t"]], inhomogeneous = funcs["dCdt"])
]
fitness_threshold = 1

return experiments, fitness_threshold

def main(testing=False): args = parse_args_non_adaptive(testing) if not args.no_write: result_file = os.path.join( os.path.dirname(file), "..", "output", "exdata", "results", "n%is%i.txt" % (args.n_train, args.seed), ) result_dir = os.path.dirname(result_file) if not os.path.isdir(result_dir): os.makedirs(result_dir) if os.path.isfile(result_file) and not args.overwrite: print("Already found %s; exit." % result_file) exit()

# RNG seeds
random.seed(args.seed)
np.random.seed(args.seed)
torch.manual_seed(args.seed)

# Dataset & experiment

# import dataset 
folder = '' # enter folder with dataset
filename = folder + 'poly2d_v2_'+ str(0) # noiseless dataset
with open(filename, 'rb') as f:
    Cn,dC,T,t = pickle.load(f)

# flattening data out
tt = np.tile(t,(len(T)))
TT = np.repeat(T,len(t))
Cnf = Cn.flatten()
dCf = dC.flatten()

# converting to PyTorch tensors
t = torch.from_numpy(tt)
T = torch.from_numpy(TT)
Cn = torch.from_numpy(Cnf)
dC = torch.from_numpy(dCf)

# converting dataset to dataframe
dataset = pd.DataFrame(
        {"t": t , "T": T, "C": Cn, "dCdt": dC}
    )

# system = Elliptic(x1_limit=[0.1, 0.5], x2_limit=[0.25, 0.75])
# dataset = system.sample(args.n_train ** 2)
# dataset["solution"] += 1.0

# make experiments
experiments, fitness_threshold = make_experiments(dataset)
#experiments = [Experiment({"C": Function(Cn), "T": Function(T)}, data=dataset[["t"]], inhomogeneous=Function(dC))]
#fitness_threshold = 0.1

# Do symbolic regression
t_start = time()
operators = (
    operator.add,
    operator.neg,
    operator.mul,
    pirate_operator.Gradient([0]),
    pirate_operator.Divergence([0]),
    #pirate_operator.ScalarGradient(1)    # system = Elliptic(x1_limit=[0.1, 0.5], x2_limit=[0.25, 0.75])
# dataset = system.sample(args.n_train ** 2)
# dataset["solution"] += 1.0
)
primitive_set = get_primitive_set(operators, variable_names=("C","T"))
expected_exceptions = (GradientError, DivergenceError)
fitness_function = add_memoization(DifferentialResidual)(
    experiments,
    primitive_set,
    expected_exceptions=expected_exceptions,
    differential_operators=["grad"],
)
symbolic_regression = SymbolicRegression(
    primitive_set,
    fitness_function,
    population=512,
    mating_probability=0.2,
    mutation_probability=0.8,
)
symbolic_regression.run(
    iterations=2 if testing else 50,
    verbose=True,
    fitness_threshold=(0.99 * fitness_threshold,),
)
t_elapsed = time() - t_start
print("Elapsed time = {}".format(t_elapsed))

if name == "main": main() `

[richarnaik]

Sorry, can't get the entire code block to be formatted correctly. Hope it's still readable.

[sdatkinson]

Hi!

Can you tell me what the shapes of tt, TT, Cnf, and dCf are? My first inclination is that something is shaped wrong so that some unintended broadcasting is happening somewhere. The dataset fed into the GP should have inputs of shape (N,DX) (and DX=1 here since the independent varaible is just t) and outputs of shape (N,1).

Barring some mistake there, the next thing I'd check is whether the same issue happens with a subset of the data. The examples don't usually try to use that many data with a GP function model, which might be the problem, though I'm not convinced...needing hundreds of GBs of memory just sounds like the wrong order of magnitude.

[sdatkinson]

One other comment: since your data is 1D, gradients and divergences are both simply scalar derivatives i.e. "d/dt", so using pirate.operator.Gradient and pirate.operator.Divergence shouldn't be strictly necessary instead of pirate.operator.ScalarGradient.

[sdatkinson]

@richarnaik any update? Let me know if you found a fix.