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Implementation of Deep Policies for Width-Based Planning in Pixel Domains

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pi-IW

Implementation of the paper Deep Policies for Width-Based Planning in Pixel Domains, appearing in the Proceedings of the 29th International Conference on Automated Planning and Scheduling (ICAPS 2019).

pi-IW is an on-line planning algorithm that enhances Rollout IW by incorporating an action selection policy, resulting in an informed width-based search. It interleaves a planning and a learning step:

  • Planning: expands a tree using Rollout IW guided by a policy estimate.
  • Learning: a target policy is extracted from the planned trajectories and is used to update the policy estimate (supervised learning).

On-line planning

To illustrate how on-line planning works, and the benefit of adding a guiding policy, we provide examples for planning in MDPs in a simple corridor task:

Experiments

We compare our algorithm with AlphaZero, and demonstrate that pi-IW has superior performance in simple, sparse-reward environments. For instance, to run pi-IW with dynamic features in the two walls environment:

python3 piIW_alphazero.py --algorithm pi-IW-dynamic --seed 1234 --env GE_MazeKeyDoor-v2

See the help (-h) section for more details.

For atari games, use the deterministic version of the gym environments, which can be specified by selecting v4 environments (e.g. "Breakout-v4").

Important: this repository is a reimplementation of the algorithm in Tensorflow eager (2.0 compatible), which is more clear, intuitive, and easier to modify and debug. The results of the paper were obtained from a previous implementation in tensorflow graph (v1.4), which can be found in a separate branch. This previous version of the code allows to parallelize the algorithm using one parameter server and many workers, using distributed tensorflow.

Installation

  • Install the requirements (numpy, tensorflow and gym packages)
  • Make sure that gridenvs is added to the python path.
Update (31/07/2020)

We corrected a bug that altered the input of the neural network for atari games. This affects the results of Table 2 of the paper.

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