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This repository offers implementations of classic and deep reinforcement learning algorithms, including dynamic programming, monte carlo methods, td-learning, and also both q-function-based and policy gradient approaches with deep nerual networks.

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Classic-RL-Algorithms

This repository provides a comprehensive collection of classic reinforcement learning algorithms. It features simple implementations of traditional methods such as dynamic programming, monte carlo methods, and td-learning, including both tabular approaches and those using function approximation. All classic algorithms here have been tested using environments from Sutton and Barto's book: "Reinforcement Learning: An Introduction". Additionally, this repository will include algorithms implemented with deep neural networks, covering both Q-function-based methods and policy gradient methods. Some of these implementations have borrowed code from the homworks of Berkeley's CS 285 course on Deep Reinforcement Learning.

What's more, this repository includes notes for each algorithm to share my findings from the experiments. For beginners, these notes provide insights into why certain algorithms are used, their advantages and disadvantages, and potential issues you might encounter during implementation. Additionally, in the Blog folder, you can find some of my opinions on reinforcement learning.

This repository is still in development, with the traditional algorithms section largely complete. Currently, I am working on implementing the deep reinforcement learning algorithms. In the future, I plan to add more algorithms, including those related to model-based RL, visual RL, and real-world RL.

You are welcome to provide suggestions or raise an issue if you have any questions.

Reinforcement learning is fascinating, and I wish this repository will be helpful to others who share the same interest!

The list of traditional ones is:

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This repository offers implementations of classic and deep reinforcement learning algorithms, including dynamic programming, monte carlo methods, td-learning, and also both q-function-based and policy gradient approaches with deep nerual networks.

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