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Repository Details

Proximal Policy Optimization(PPO) with Intrinsic Curiosity Module(ICM)

Proximal Policy Optimization(PPO) in PyTorch

This repository contains implementation of reinforcement learning algorithm called Proximal Policy Optimization(PPO). It also implements Intrinsic Curiosity Module(ICM).

CartPole-v1 (PPO) MountainCar-v0 (PPO + ICM) Pendulum-v0 (PPO + ICM)
CartPole-V1 MountainCar-v0 Pendulum-v0

What is PPO

PPO is an online policy gradient algorithm built with stability in mind. It optimizes clipped surrogate function to make sure new policy is close to the previous one.

Since it's online algorithm it uses the experience gathered to update the policy and then discards the experience(there is no replay buffer), because of that it does well in environments that has dense reward like CartPole-V1 where you get the reward immediately, but it struggles to learn the policy for the environments with sparse reward like MountainCar-v0 where we get the positive reward only when we reach the top which is a rare event. For a offline algorithms like DQN it is much easier to solve sparse reward problems, because of the fact they can store this rare events in the replay buffer and use it multiple times for training.

In order to make the learning of sparse reward problems easier we need to introduce the curiosity concept

What is curiosity

Curiosity is the concept of calculating additional reward for agent called intrinsic reward apart from the reward from the environment itself called extrinsic reward. There are many ideas of how to define the curiosity, but in this project the idea of Intrinsic Curiosity Module(ICM) is used. Authors define the curiosity as a measure of suprise the encountered state brings to the agent. They achieve that by encoding the states into the latent vector and then implementing two models. The forward model that given the encoded state and the action predicts the next state and the inverse model that given encoded state and encoded next state tries to predict the action that must have been taken to transit from one state to the other. The intrinsic reward is calculated as a distance between the actual encoded next state vector and the forward model's prediction of the next state. One may wonder what is the inverse model for if it's not used for calculating the reward. The authors explain that with the example of the agent exploring the environment and seeing the tree with the leafs moving in the wind. The leafs are out of agent's control, but still he would be curious about them. To avoid it the inverse model was introduced that makes sure agent is curious about states he have the control of.

How to run

First make sure to install all dependencies listed in the requirements.txt. Then run one of the following or use them as an example to run the algorithm on any other environment:

  • CartPole-v1 python run_cartpole.py
  • MountainCar-v0 python run_mountain_car.py
  • Pendulum-v0 python run_pendulum.py

Implementation details

The agent(PPO) explores(Runner) multiple environments at once(MultiEnv) for a specified number of steps. If the Curiosity was plugged in the reward is augmented with the intrinsic reward from the curiosity module. If the normalize_state or normalize_reward is enabled the normalization is performed(Normalizer) on the states and rewards respectively. Then the discounted reward(Reward) and discounted advantage(Advantage) is calculated on the rewards gathered. That data is split into n_mini_batches and used to perform n_optimization_epochs of training with Adam optimizer using learning_rate. Most of the classes accept the Reporter argument which can be used to plug in the TensorBoardReporter used to publish data to tensorboard for live tracking of the learning progress.

tensorboard

Normalize or not

Normalization may help on some complicated continous problems like Pendulum-v0, but may hurt the performance on the simple discrete environments like CartPole-v1.

TODO

  • Early stopping
  • Model saving
  • CNN
  • LSTM

References

  1. Proximal Policy Optimization Algorithms
  2. Curiosity-driven Exploration by Self-supervised Prediction
  3. High-Dimensional Continuous Control Using Generalized Advantage Estimation