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139 lines (125 loc) · 6.11 KB
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import numpy as np; np.random.seed(1)
import matplotlib.pyplot as plt
from scipy import stats
import pandas as pd
import torch
from envs.classical_controls import MountainCar, CartPole, Pendulum
from common_nets import Mlp, Encoder
def toList(s):
tokens = s[1:-1].split(", ")
ans = []
for token in tokens:
ans.append(int(token))
return ans
# Get environment
def get_environment(env_name):
if env_name == 'mountain_car':
return MountainCar()
if env_name == 'cartpole':
return CartPole()
if env_name == 'pendulum':
return Pendulum()
# Get architecture
def get_architectures(arch_file, env_name):
# Get architecture info from arch_file
df = pd.read_csv(arch_file)
info = df[df['env_name']==env_name]
# Extract architecture info
q_dim=info['q_dim'].values[0]
adj_net_layer_dims = toList(info['adj_net_layer_dims'].values[0])
hnet_layer_dims = toList(info['hnet_layer_dims'].values[0])
hnet_decoder_layer_dims = toList(info['hnet_decoder_layer_dims'].values[0])
z_dim = int(info['z_dim'].values[0])
z_encoder_share_layer_dims = toList(info['z_encoder_share_layer_dims'].values[0])
z_encoder_mean_layer_dims = toList(info['z_encoder_mean_layer_dims'].values[0])
z_encoder_logvar_layer_dims = toList(info['z_encoder_logvar_layer_dims'].values[0])
z_decoder_layer_dims = toList(info['z_decoder_layer_dims'].values[0])
# Build adjoint variable and Hamiltonian nets
adj_net = Mlp(input_dim=q_dim, output_dim=q_dim, layer_dims=adj_net_layer_dims)
hnet = Mlp(input_dim=2*q_dim, output_dim=1, layer_dims=hnet_layer_dims)
# Build hnet_decoder
hnet_decoder = Mlp(input_dim=2*q_dim, output_dim=1, layer_dims=hnet_decoder_layer_dims)
# Build latent z_encoder
z_encoder = Encoder(input_dim=2*q_dim, share_layer_dims=z_encoder_share_layer_dims,
mean_layer_dims=z_encoder_mean_layer_dims,
logvar_layer_dims=z_encoder_logvar_layer_dims,
output_dim=z_dim)
# Build latent z_decoder
z_decoder = Mlp(input_dim=z_dim, output_dim=2*q_dim, layer_dims=z_decoder_layer_dims)
return q_dim, adj_net, hnet, hnet_decoder, z_encoder, z_decoder
# Get training (hyper)parameters.
def get_train_params(param_file, env_name):
# Get parameter info from param file
df = pd.read_csv(param_file)
info = df[df['env_name']==env_name]
# Get terminal times T1, T2
T1, T2 = info['T1'].values[0], info['T2'].values[0]
# Get dynamic_hiden options and control coefficients
control_coef, dynamic_hidden = info['control_coef'].values[0], info['dynamic_hidden'].values[0]
# Get hyperparameter loss function
alpha1, alpha2, beta1, beta2 = info['alpha1'].values[0], info['alpha2'].values[0], info['beta1'].values[0], info['beta2'].values[0]
# Get training details for first phase (batch_size, num_epoch, lr, log_interval)
num_epoch1, num_iter1, batch_size1, lr1, log_interval1 = info['num_epoch1'].values[0], info['num_iter1'].values[0],\
info['batch_size1'].values[0],info['lr1'].values[0], info['log_interval1'].values[0]
# Get training details for second phase (batch_size, num_epoch, lr, log_interval)
num_epoch2, num_iter2, batch_size2, lr2, log_interval2 = info['num_epoch2'].values[0], info['num_iter2'].values[0],\
info['batch_size2'].values[0], info['lr2'].values[0], info['log_interval2'].values[0]
return T1, T2, control_coef, dynamic_hidden, alpha1, alpha2, beta1, beta2,\
num_epoch1, num_iter1, batch_size1, lr1, log_interval1,\
num_epoch2, num_iter2, batch_size2, lr2, log_interval2
# save model phase 1
def save_models_phase1(adj_net, hnet, env_name):
torch.save(adj_net.state_dict(), 'models/' + env_name + '/adjoint.pth')
torch.save(hnet.state_dict(), 'models/' + env_name + '/hamiltonian_dynamics.pth')
# load model phase 1
def load_models_phase1(adj_net, hnet, env_name):
adj_net.load_state_dict(torch.load('models/' + env_name + '/adjoint.pth'))
hnet.load_state_dict(torch.load('models/' + env_name + '/hamiltonian_dynamics.pth'))
# save model phase 2
def save_models_phase2(hnet_decoder, z_encoder, z_decoder, env_name):
torch.save(hnet_decoder.state_dict(), 'models/' + env_name + '/hamiltonian_decoder.pth')
torch.save(z_encoder.state_dict(), 'models/' + env_name + '/z_encoder.pth')
torch.save(z_decoder.state_dict(), 'models/' + env_name + '/z_decoder.pth')
# load model phase 1
def load_models_phase2(hnet_decoder, z_encoder, z_decoder, env_name):
hnet_decoder.load_state_dict(torch.load('models/' + env_name + '/hamiltonian_decoder.pth'))
z_encoder.load_state_dict(torch.load('models/' + env_name + '/z_encoder.pth'))
z_decoder.load_state_dict(torch.load('models/' + env_name + '/z_decoder.pth'))
### Plotting
def _bootstrap(data, n_boot=2000, ci=68):
boot_dist = []
for _ in range(int(n_boot)):
resampler = np.random.randint(0, data.shape[0], data.shape[0])
sample = data.take(resampler, axis=0)
boot_dist.append(np.mean(sample, axis=0))
b = np.array(boot_dist)
s1 = np.apply_along_axis(stats.scoreatpercentile, 0, b, 50.-ci/2.)
s2 = np.apply_along_axis(stats.scoreatpercentile, 0, b, 50.+ci/2.)
return (s1,s2)
def _tsplot(ax, x, data, mode='bootstrap', **kw):
est = np.mean(data, axis=0)
if mode == 'bootstrap':
cis = _bootstrap(data)
else:
sd = np.std(data, axis=0)
cis = (est - sd, est + sd)
p2 = ax.fill_between(x, cis[0], cis[1], alpha=0.2, **kw)
p1 = ax.plot(x, est, **kw)
ax.margins(x=0)
return p1, p2
def plot_eval_benchmarks(eval_dict, time_steps, title, mode='bootstrap',
colors=['red', 'blue', 'green', 'orange'],
plot_dir='tmp.png'):
methods = list(eval_dict.keys())
ax = plt.gca()
graphic_list = []
for i, method in enumerate(methods):
data = eval_dict[method]
_, p2 = _tsplot(ax, np.array(time_steps), data, mode, label=method, color=colors[i])
graphic_list.append(p2)
ax.legend(graphic_list, methods)
ax.set_title(title)
ax.set_xlabel('Timestamp')
ax.set_ylabel('Evaluation cost')
plt.savefig('plots/' + plot_dir)
plt.show()