def run_episode(self, Q : Tabular, task : Task, policy : Policy):
# to compute backup
rewards = np.zeros(self.episode_length, dtype=float)
# initialize state
state = task.initial_state()
# repeat for each step of episode
for t in range(self.episode_length):
# choose action from state using policy derived from Q
action = policy.act(Q, task, state)
# take action and observe reward and new state
new_state, reward, done = task.transition(state, action)
rewards[t] = reward
# update Q
delta = reward + self.gamma * Q.max_value(new_state) - Q.values(state)[action]
Q.update(state, action, delta)
# update state
state = new_state
# until state is terminal
if done:
break
return t, rewards[0:t]
def sample_episode(self, Q: Tabular, task: Task, policy: Policy, rewards):
# to store the episode
episode = [None] * (self.episode_length)
# initialize state
state = task.initial_state()
# repeat for each step of episode
for t in range(self.episode_length):
# choose action from state using policy derived from Q
action = policy.act(Q, task, state)
# take action and observe reward and new state
new_state, reward, done = task.transition(state, action)
rewards[t] = reward
episode[t] = (state, action, reward)
# update state
state = new_state
# until state is terminal
if done:
break
return t, episode[0:t]
def run_episode(self, Q: Tabular, task: Task, policy: Policy):
# to compute backups
rewards = np.zeros(self.episode_length, dtype=float)
states = [None] * self.episode_length
actions = [None] * self.episode_length
# initialize state
state = task.initial_state()
# repeat for each step of episode
for t in range(self.episode_length):
# choose action from state using policy derived from Q
action = policy.act(Q, task, state)
states[t], actions[t] = state, action
# take action and observe reward and new state
new_state, reward, done = task.transition(state, action)
rewards[t] = reward
# update state and action
state = new_state
# until state is terminal
if done:
break
# initialize lambda-average of returns
lambda_return = reward
# repeat for each step of episode in reverse order
T = t
for t in range(T, -1, -1):
# compute lambda-average of returns
if t < T:
lambda_return = rewards[t] + self.gamma * (
(1.0 - self.decay) *
Q.values(states[t + 1])[actions[t + 1]] +
self.decay * lambda_return)
# update Q
delta = lambda_return - Q.values(states[t])[actions[t]]
Q.update(states[t], actions[t], delta)
return T, rewards[0:T]
def run_episode(self, Q: Tabular, task: Task, policy: Policy):
# to compute backups
rewards = np.zeros(self.episode_length, dtype=float)
# initialize the e(s, a) matrix
# note: there is an error in Sutton and Barto since e is reset each episode
e = defaultdict(lambda: np.zeros(task.valid_actions(), dtype=float))
# initialize state and action
state = task.initial_state()
action = policy.act(Q, task, state)
# repeat for each step of episode
for t in range(self.episode_length):
# take action and observe reward and new state
new_state, reward, done = task.transition(state, action)
rewards[t] = reward
# choose action from state using policy derived from Q
new_action = policy.act(Q, task, new_state)
# update e
e[state][action] += 1.0
# update trace
delta = reward + self.gamma * Q.values(
new_state)[new_action] - Q.values(state)[action]
for s in e.keys():
errors = e[s] * delta
Q.update_all(s, errors)
e[s] *= self.gamma * self.decay
# update state and action
state, action = new_state, new_action
# until state is terminal
if done:
break
return t, rewards[0:t]
def run_episode(self, Q: Neural, task: Task, policy: Policy):
# to compute backup
rewards = np.zeros(self.episode_length, dtype=float)
# initialize state
state = task.initial_state()
phi_state = self.phi(state)
# repeat for each step of episode
for t in range(self.episode_length):
# choose action from state using policy derived from Q
action = policy.act(Q, task, phi_state)
# take action and observe reward and new state
new_state, reward, done = task.transition(state, action)
phi_new_state = self.phi(new_state)
rewards[t] = reward
# store the transition in memory
self.memory.remember(phi_state, action, reward, phi_new_state,
done)
# sample a mini-batch of transitions from memory
# compute the targets y_j and train the network
mini_batch = self.memory.sample_batch()
if mini_batch is not None:
Q.train(mini_batch, self.gamma)
# update state
state, phi_state = new_state, phi_new_state
# until state is terminal
if done:
break
return t, rewards[0:t]