# Catastrophic forgetting in linear semi-gradient RL agent?

I've been working through the Sutton + Barto RL text, implementing a number of the algos + running them in the OpenAI gym. One phenomenon that I seem to come across quite regularly is that agents who, at certain points during their training appear to be making good progress towards learning a plausible state-value/state-action functions, "catastrophically forget" the insights they glean and subsequently never recover.

To make this more concrete, here's the (smoothed) reward history of my implementation of a semi-gradient expected SARSA agent with linear function approximation and binary features running on the MountainCar environment.

Problem Details

• The problem has a bounded, continuous state space and a discrete, 3-action action space.
• The learner receives a reward of $-1$ at each timestep. The episode ends when the car makes its way all the way up the hill OR it reaches 200 timesteps without success.
• Prior to learning, I tile-coded the state space using an 8x8 grid with 8 overlapping tilings, generated using Sutton's own tiles.py script.

Learner Details

• The learner is an implementation of the semi-gradient SARSA algorithm with linear function approximation for the Q value.
• The agent begins with all Q weights initialized to 0.
• The learning rate for the agent was set at $\frac{1}{10} \times (\text{# tiles})^{-1}$, where $\text{# tiles}$ in this case was $8 \times 8 \times 8 = 512$
• During learning, the agent selected its actions using an $\epsilon$-soft policy, where $\epsilon$ is set to 0.10
• The agent's temporal discount factor is set to $\gamma = 0.95$ (though I realize it could have been 1 given the episodic nature of the task)

My Question

One possibility I want to rule out is that my implementation of the learning agent is incorrect. To that end I am curious to know whether others experience this kind of "forgetting" behavior (even on simple problems like this), and if so, how it might be reduced.