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Copy pathA3C算法修改精度收敛(第二版).py
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A3C算法修改精度收敛(第二版).py
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# -*- coding: utf-8 -*-
import torch
import torch.nn as nn
import torch.nn.functional as F
import torch.multiprocessing as mp
import gym
import math
import numpy as np
torch.set_default_dtype(torch.float64)
total_epsoide = 2000
max_epsoide_step = 200
update_step = 10
worker_dim = 4
gamma = 0.9
env = gym.make("Pendulum-v0")
state_dim = env.observation_space.shape[0]
hidden_dim = 256
action_dim = env.action_space.shape[0]
statistical_length = 40
class SharedAdam(torch.optim.Adam):
def __init__(self, params, lr):
super().__init__(params, lr=lr)
def v_wrap(np_array, dtype=np.float64):
if np_array.dtype != dtype:
np_array = np_array.astype(dtype)
return torch.from_numpy(np_array)
def push_and_pull(optimizer, local_net, global_net, done, new_state,
buf_state, buf_action, buf_reward):
if done:
new_value = 0. # terminal
else:
new_value = local_net.forward(v_wrap(new_state[None, :]))[-1].data.numpy()[0, 0]
buffer_value_target = []
for reward in buf_reward[::-1]: # reverse buffer r
new_value = reward + gamma * new_value
buffer_value_target.append(new_value)
buffer_value_target.reverse()
loss = local_net.loss_func(
v_wrap(np.vstack(buf_state)),
v_wrap(np.array(buf_action), dtype=np.int64) if buf_action[0].dtype == np.int64 else v_wrap(
np.vstack(buf_action)),
v_wrap(np.array(buffer_value_target)[:, None]))
# calculate local gradients and push local parameters to global
optimizer.zero_grad()
loss.backward()
for local_param, global_param in zip(local_net.parameters(), global_net.parameters()):
global_param._grad = local_param.grad
optimizer.step()
# pull global parameters
local_net.load_state_dict(global_net.state_dict())
class Actor_Critic(torch.nn.Module):
def __init__(self):
super().__init__()
self.linear_actor = nn.Linear(state_dim, hidden_dim)
self.mean = nn.Linear(hidden_dim, action_dim)
self.std = nn.Linear(hidden_dim, action_dim)
self.linear_critic = nn.Linear(state_dim, hidden_dim)
self.values = nn.Linear(hidden_dim, 1)
for layer in [self.linear_actor, self.mean, self.std]:
nn.init.normal_(layer.weight, mean=0., std=0.1)
nn.init.constant_(layer.bias, 0.)
self.distribution = torch.distributions.Normal
def forward(self, state):
linear_actor = F.relu6(self.linear_actor(state))
mean = 2 * torch.tanh(self.mean(linear_actor))
std = F.softplus(self.std(linear_actor))
linear_critic = F.relu6(self.linear_critic(state))
values = self.values(linear_critic)
return mean, std, values
def choose_action(self, state):
self.training = False
mean, std, _ = self.forward(state)
normal = self.distribution(mean.view(1, ).data, std.view(1, ).data)
return normal.sample().numpy()
def loss_func(self, state, action, value_target):
mean, std, values = self.forward(state)
td_error = value_target - values
critic_loss = td_error.pow(2)
normal = self.distribution(mean, std)
log_prob = normal.log_prob(action)
expect_value = log_prob * td_error.detach()
actor_loss = -expect_value
total_loss = (actor_loss + critic_loss).mean()
return total_loss
"""![image.png](data:image/png;base64,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)"""
class Worker(mp.Process):
def __init__(self, global_net, name, global_optimizer, global_epsoide,
global_epsoide_reward, res_queue):
super(Worker, self).__init__()
self.name = 'w%i' % name
self.global_net, self.optimizer = global_net, global_optimizer
self.local_net = Actor_Critic()
self.env = gym.make('Pendulum-v0').unwrapped
self.global_epsoide = global_epsoide
self.global_epsoide_reward = global_epsoide_reward
self.res_queue = res_queue
def run(self):
total_step = 1
reward_calculate = 0
global reward_array
while self.global_epsoide.value < total_epsoide:
state = self.env.reset()
buf_state, buf_action, buf_reward = [], [], []
total_reward = 0.
for step in range(max_epsoide_step):
state = state.astype(np.double)
action = self.local_net.choose_action(v_wrap(state[None, :]))
new_state, reward, done, _ = self.env.step(action.clip(-2, 2))
total_reward += reward
buf_action.append(action), buf_state.append(state), buf_reward.append(reward / 8 + 1)
if total_step % update_step == 0 or done:
push_and_pull(self.optimizer,
self.local_net, self.global_net,
done,
new_state, buf_state, buf_action, buf_reward)
buf_state, buf_action, buf_reward = [], [], []
state = new_state
total_step += 1
self.global_epsoide.value += 1
self.global_epsoide_reward.value += total_reward
if self.global_epsoide.value % statistical_length == 0:
reward = self.global_epsoide_reward.value / statistical_length
print(self.name, "global_epsoide ", self.global_epsoide.value,
"reward_calculate", reward)
self.res_queue.put(reward)
self.global_epsoide_reward.value = 0
if __name__ == "__main__":
global_net = Actor_Critic() # global network
global_net.share_memory() # share the global parameters in multiprocessing
global_optimizer = SharedAdam(global_net.parameters(), lr=0.0001) # global optimizer
global_epsoide, global_epsoide_reward, res_queue = mp.Value('i', 0), mp.Value('d', 0), mp.Queue()
# parallel training
workers = [Worker(global_net, i, global_optimizer, global_epsoide, global_epsoide_reward, res_queue)
for i in range(worker_dim)]
[w.start() for w in workers]
[w.join() for w in workers]
res_queue.put(None)
res = [] # record episode reward to plot
while True:
r = res_queue.get()
if r is not None:
res.append(r)
else:
break