Q-Learning Values Soaring: Identifying and Resolving the Issue
In an attempt to implement the Q-Learning algorithm using Golang, a recent implementation has encountered an overflow issue, with values reaching astronomical proportions. This article delves into the root cause of this problem and provides a practical solution to correct the escalating values.
Oversized Values in Reinforcement Learning
A key concern in Reinforcement Learning is that state-action values can grow excessively large. This phenomenon is a result of the optimization objective, where the agent aims to maximize the expected total reward. In this particular scenario, the algorithm assigns a positive reward at each time step, prompting the agent to extend the game indefinitely. Consequently, the Q-values escalate, as the agent continues to accrue rewards.
Redefining the Reward Function
The fundamental flaw in the implementation stems from an improperly defined reward function. To guide the agent towards a successful strategy, the reward should incentivize winning. However, the current reward function awards a positive value for every time step, effectively rewarding the agent for prolonging the game endlessly. This conflicting objective is what leads to the unrestrained growth of the Q-values.
Implementing a Negative Time Step Penalty
To resolve this issue, the reward function needs to be modified to include a negative penalty for each time step. This penalty effectively encourages the agent to seek an expeditious path to victory rather than dragging out the game needlessly. By enforcing a time limit, the reward function aligns with the desired outcome.
Additional Considerations
Alongside modifying the reward function, it's worth reviewing a few additional aspects of your code:
By addressing these issues and incorporating the appropriate modifications, you should expect to witness a significant improvement in the behavior of your Q-Learning agent. The values should stabilize within an acceptable range, allowing the agent to learn optimal strategies.
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