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Is Epsilon-greedy off-policy?
What about Q-learning or deep Q-learning and all of its variants, are they true off-policy algorithms? No, they are not. In Q-learning, we do something that’s called epsilon-greedy exploration. Which means basically that with a small probability we choose a random action vs.
Is SARSA truly on-policy?
SARSA (state-action-reward-state-action) is an on-policy reinforcement learning algorithm that estimates the value of the policy being followed. The policy that is used for updating and the policy used for acting is the same, unlike in Q-learning. This is an example of on-policy learning.
How do you use epsilon-greedy?
The epsilon-greedy approach selects the action with the highest estimated reward most of the time. The aim is to have a balance between exploration and exploitation. Exploration allows us to have some room for trying new things, sometimes contradicting what we have already learned.
When does Sarsa converge to the optimal policy?
In the limiting case where epsilon goes to 0 (like 1/t for example), then SARSA and Q-Learning would converge to the optimal policy q*. However with epsilon being fixed, SARSA will converge to the optimal epsilon-greedy policy while Q-Learning will converge to the optimal policy q*.
What happens if we use only the greedy policy?
If we use only the greedy policy then there will be no exploration so the learning will not work. In the limiting case where epsilon goes to 0 (like 1/t for example), then SARSA and Q-Learning would converge to the optimal policy q*.
Which is the update rule for Sarsa and Q-learning?
Q-learning and SARSA are both policy control methods which work on evaluating the optimal Q-value for all action-state pairs. The update rule for SARSA is: If a state S is terminal (goal state or end state) then, Q (S, a) = 0 Ɐ a ∈ A where A is the set of all possible actions
What do you need to know about Sarsa in Python?
SARSA is an on-policy TD control method. A policy is a state-action pair tuple. In python, you can think of it as a dictionary with keys as the state and values as the action. Policy maps the action to be taken at each state.