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This repository contains the complete code of TAT built upon the pre-trained Diffuser. The codes are organized into three separate sub-branches for easy access:
Maze2D environment: access the code here (maze2d branch).
Kuka Block Stacking environment: access the code here (kuka branch).
MuJoCo Locomotion environment: access the code here (locomotion branch).
β οΈ Note: the master branch does not contain any codes. Please refer to the maze2d, kuka, and locomotion branches for the full implementations.
π Quick Start
To get started with this repository, follow these steps:
Clone the repository and verify the available branches:
git clone https://github.com/langfengQ/tree-diffusion-planner.git
cd tree-diffusion-planner/
git branch -a
# * master# remotes/origin/HEAD -> origin/master# remotes/origin/kuka# remotes/origin/locomotion# remotes/origin/master# remotes/origin/maze2d
The command git branch -a lists all the branches, and you should see the following branches: master, maze2d, kuka, and locomotion.
Switch to a specific branch to access the corresponding environment's code:
For the Maze2D environment:
git checkout maze2d
# Branch 'maze2d' set up to track remote branch 'maze2d' from 'origin'.# Switched to a new branch 'maze2d'
For the Kuka Block Stacking environment:
git checkout kuka
# Branch 'kuka' set up to track remote branch 'kuka' from 'origin'.# Switched to a new branch 'kuka'
For the MuJoCo Locomotion environment:
git checkout locomotion
# Branch 'locomotion' set up to track remote branch 'locomotion' from 'origin'.# Switched to a new branch 'locomotion'
Follow the branch-specific README: Now you are ready to explore and experiment with TAT in your chosen environment! π₯³ Then, you can refer to that sub-branch's README file for instructions on setting up the environment, running experiments, and additional configurations.
β Issue
If you have any questions about the code, please feel free to open an issue!
π Citation
@inproceedings{feng2024resisting,
title={Resisting Stochastic Risks in Diffusion Planners with the Trajectory Aggregation Tree},
author={Feng, Lang and Gu, Pengjie and An, Bo and Pan, Gang},
booktitle={International Conference on Machine Learning},
pages={13175--13198},
volume={235},
year={2024},
organization={PMLR},
}