What does off-policy learning mean in Q-learning?
For a nonterminal transition from s to s', with reward r and discount gamma, what is the TD(0) target?
Combining off-policy learning, bootstrapping and function approximation can amplify errors and cause divergence.
Circle one: True False
Use tabular Q-learning with alpha = 0.5 and gamma = 0.5. Initially Q(s,a) = 2. Reward 1 leads to a nonterminal state with next Q values 4 and 10; behavior next chooses the action valued 4. Later, update the same pair from a terminal transition with reward 6. What is Q(s,a) after both updates?
In tabular TD(0), V(s) = 2, reward r = 2, gamma = 0.5 and the nonterminal next-state estimate is 10. With alpha = 0.4, what is V(s) after one update? Use all pre-update values.
Does a TD update require the next-state estimate to be more accurate than the current estimate?
For the standard convergence result in finite tabular discounted Q-learning, which exploration requirement is needed?
An off-policy learner with shared weights produces growing value estimates. Which conclusion is justified from that observation alone?