Awesome
Relational Self-Supervised Learning on Graphs
<p align="center"> <a href="https://pytorch.org/" alt="PyTorch"> <img src="https://img.shields.io/badge/PyTorch-%23EE4C2C.svg?e&logo=PyTorch&logoColor=white" /></a> <a href="https://www.cikm2022.org/" alt="Conference"> <img src="https://img.shields.io/badge/CIKM'22-brightgreen" /></a> </p>The official source code for Relational Self-Supervised Learning on Graphs paper, accepted at CIKM 2022.
Overview
Over the past few years, graph representation learning (GRL) has been a powerful strategy for analyzing graph-structured data. Recently, GRL methods have shown promising results by adopting self-supervised learning methods developed for learning representations of images. Despite their success, existing GRL methods tend to overlook an inherent distinction between images and graphs, i.e., images are assumed to be independently and identically distributed, whereas graphs exhibit relational information among data instances, i.e., nodes. To fully benefit from the relational information inherent in the graph-structured data, we propose a novel GRL method, called RGRL, that learns from the relational information generated from the graph itself. RGRL learns node representations such that the relationship among nodes is invariant to augmentations, i.e., augmentation-invariant relationship, which allows the node representations to vary as long as the relationship among the nodes is preserved. By considering the relationship among nodes in both global and local perspectives, RGRL overcomes limitations of previous contrastive and non-contrastive methods, and achieves the best of both worlds. Extensive experiments on fourteen benchmark datasets over various downstream tasks demonstrate the superiority of RGRL over state-of-the-art baselines.
<img src="img/community3.png" width="500px"></img>
Requirements
- Python version: 3.7.10
- Pytorch version: 1.8.1
- torch-geometric version: 1.7.0
Hyperparameters
Following Options can be passed to main.py
--dataset:
Name of the dataset. Supported names are: wikics, computers, photo, cs, physics, cora, citeseer, pubmed, and CoraFull.
usage example :--dataset wikics
--lr:
Learning rate for training the model.
usage example :--lr 0.001
--epochs:
Number of epochs for training the model.
usage example :--epochs 5000
--aug_params:
Hyperparameters for augmentation (p_f1, p_f2, p_e1, p_e2).
usage example :--aug_params 0.3 0.4 0.3 0.2
--layers:
The number of units of each layer of the GNN.
usage example :--layers 512 256
--pred_hid:
The number of hidden units of layer of the predictor.
usage example :--pred_hid 512
--sample:
The number of global anchor nodes.
usage example :--sample 1024
--topk:
The number of local anchor nodes.
usage example :--topk 4
--temp_t:
Global temperature for target network.
usage example :--temp_t 0.01
--temp_t_diff:
local temperature for target network.
usage example :--temp_t_diff 1.0
--alpha:
Hyperparameters for the skewness of inverse degree sampling distribution.
usage example :--alpha 0.9
--beta:
Hyperparameters for the minimum weight of inverse degree sampling distribution.
usage example :--beta 0.0
--lam:
Hyperparameters for the weight of local loss.
usage example :--lam 1.0
How to Run
You can run the model with following options
- To run node classification (reproduce Table 1 and 2 in paper)
cd sh
sh run_RGRL.sh
- or you can run the file with above mentioned hyperparameters
python main.py --device 0 --embedder RGRL --layers 512 256 --pred_hid 512 --lr 0.001 --epochs 1500 --sample 2048 --topk 2 --dataset wikics --aug_params 0.2 0.1 0.2 0.3 --temp_t 0.05 --temp_t_diff 1.0 --alpha 0.99 --beta 0.01 --lam 1.0 --eval_freq 5
Reproducibility
We uploaded RGRL's learned embeddings in embeddings
folder.
Please check reproduce.ipynb
file for details.
Cite (Bibtex)
- If you find
RGRL
useful in your research, please cite the following paper:- Namkyeong Lee, Dongmin Hyun, Junseok Lee, and Chanyoung Park. "Relational Self-Supervised Learning on Graphs." CIKM 2022.
- Bibtex
@article{lee2022relational,
title={Relational Self-Supervised Learning on Graphs},
author={Lee, Namkyeong and Hyun, Dongmin and Lee, Junseok and Park, Chanyoung},
journal={arXiv preprint arXiv:2208.10493},
year={2022}
}