Notes On Models

Step-by-step guide to lead your way to AI projects

Reinforcement Learning

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Reinforcement learning is a type of machine learning where an agent learns optimal strategies by interacting with an environment and receiving reward signals, with the goal of maximizing cumulative rewards. The key to reinforcement learning lies in the agent’s need to balance between exploring unknown actions and exploiting known optimal actions. Here we use a specific example to explain this: the MuZero model proposed by DeepMind.

Before MuZero, there was already a Go-playing model trained through reinforcement learning called AlphaGo. It became famous after its match against world champion Lee Sedol, making a move that human players would never make. After analysis, this move proved to be a brilliant strategy, and this type of play had never appeared in Go history - it was AlphaGo’s own prediction.

What makes MuZero special is that it doesn’t use human gameplay data, but instead generates game data by itself. Based on corresponding environment feedback, it can learn to play a game like an expert without knowing the game rules. There’s a repository on GitHub that provides the specific implementation of this model’s training. Setting aside technical details, its implementation principle is as follows:

The Farama Foundation provides an environment that helps with reinforcement learning, Gymnasium. You don’t need to build your own environment from scratch - you can directly reference it to debug your training. Of course, writing your own environment for specific tasks is also important.

Reinforcement learning is helpful in many fields. For example, in autonomous driving, we can’t let cars crash around on roads to learn which driving behaviors are effective and which are harmful. So building virtual driving environments and letting algorithms learn to handle various signals through environment feedback is a recommended approach. Of course, models must also be tested after training to see if they overfit to the environment and cannot generalize outside of it.