Source code for xuance.torch.learners.policy_gradient.pg_learner
"""
Policy Gradient (PG)
Paper link: https://proceedings.neurips.cc/paper/2001/file/4b86abe48d358ecf194c56c69108433e-Paper.pdf
Implementation: Pytorch
"""
import torch
from torch import nn
from xuance.torch.learners import Learner
from argparse import Namespace
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class PG_Learner(Learner):
def __init__(self,
config: Namespace,
policy: nn.Module,
callback):
super(PG_Learner, self).__init__(config, policy, callback)
self.optimizer = torch.optim.Adam(self.policy.parameters(), self.config.learning_rate, eps=1e-5)
self.scheduler = torch.optim.lr_scheduler.LinearLR(self.optimizer,
start_factor=1.0,
end_factor=self.end_factor_lr_decay,
total_iters=self.total_iters)
self.ent_coef = config.ent_coef
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def estimate_total_iterations(self):
"""Estimated total number of training iterations"""
buffer_size = self.config.horizon_size * self.config.parallels
update_times = self.config.running_steps // buffer_size
total_iters = update_times * self.config.n_epochs * self.config.n_minibatch
return total_iters
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def update(self, **samples):
self.iterations += 1
obs_batch = torch.as_tensor(samples['obs'], device=self.device)
act_batch = torch.as_tensor(samples['actions'], device=self.device)
ret_batch = torch.as_tensor(samples['returns'], device=self.device)
info = self.callback.on_update_start(self.iterations,
policy=self.policy, obs=obs_batch, act=act_batch, returns=ret_batch)
outputs, a_dist, _ = self.policy(obs_batch)
log_prob = a_dist.log_prob(act_batch)
a_loss = -(ret_batch * log_prob).mean()
e_loss = a_dist.entropy().mean()
loss = a_loss - self.ent_coef * e_loss
self.optimizer.zero_grad()
loss.backward()
if self.use_grad_clip:
torch.nn.utils.clip_grad_norm_(self.policy.parameters(), self.grad_clip_norm)
self.optimizer.step()
if self.scheduler is not None:
self.scheduler.step()
# Logger
lr = self.optimizer.state_dict()['param_groups'][0]['lr']
if self.distributed_training:
info.update({
f"actor-loss/rank_{self.rank}": a_loss.item(),
f"entropy/rank_{self.rank}": e_loss.item(),
f"learning_rate/rank_{self.rank}": lr
})
else:
info.update({
"actor-loss": a_loss.item(),
"entropy": e_loss.item(),
"learning_rate": lr
})
info.update(self.callback.on_update_end(self.iterations,
policy=self.policy, info=info, rep_output=outputs,
a_dist=a_dist, log_prob=log_prob,
a_loss=a_loss, e_loss=e_loss, loss=loss))
return info