Summary
In this paper, authors build a new power grid dataset for graph neural networks. The dataset focuses on cascading failures and demand not served(DNS) and is built on the physics-based Cascades model. The dataset contains tasks of binary classification, multi-class classification and regression. The dataset is also assigned a ground-truth explanation so that it is possible to evaluate explanation methods on this new dataset. The comprehensive experiments are conducted to show that current graph neural networks can deal with binary classification and multi-class classification very well while it cannot handle the regression problem in this new dataset very well. Besides, the experiments of explanation methods show similar trends with previous dataset designed for explainability.
Strengths
1. This is the first power grid benchmark dataset that focuses on cascading failures and DNS especially for GNNs.
2. The dataset contains a ground-truth explanation that can help for evaluating explanation methods.
3. The current unsatisfactory regression performance shows that this dataset can be used to guide improvement of future GNNs.
Weaknesses
1. Only Category A data can have ground-truth explanations that constraint the usage of PowerGrid dataset to explanation methods.
2. The dataset is built on a simulation model. And the gap between dataset and real-world scenarios are not properly demonstrated. Besides, authors mentioned that “the GNN model should be further trained using real-world cascading failure events from the system of interest.”, then how could this new dataset help in real-world scenarios?
3. The dataset seems similar to [1]. However, no comparison between the new dataset with [1] to show why the adjustment of construction is needed.
Reference:
[1] Varbella, Anna, Blazhe Gjorgiev, and Giovanni Sansavini. "Geometric deep learning for online prediction of cascading failures in power grids." Reliability Engineering & System Safety 237 (2023): 109341.
4. Some conclusions made in the paper seem wrong. For example, authors demonstrate that “While the classification models showed consistent performance across various power grids, the regression models demonstrate lower MSE values for larger power grids. This observation can be attributed to the fact that larger power grids offer a greater diversity of scenarios, thus making it increasingly more difficult for a GNN model to identify and learn cascading failure patterns.” It seems that authors want to say larger power grids are more difficult to predict. However, a lower MSE(“the regression models demonstrate lower MSE values for larger power grids.”) indicates a better performance which means larger power grids are in fact easier to predict, which totally contradicts the author's statement.
Questions
Besides the previous question in the weakness part, here are three additional questions for authors:
1. Why are the features of the buses introduced in the paper while the features of branches are not?
2. Is it possible to control the generation of the data so that each category can have balanced data numbers?
3. Other papers that aim at predicting the cascading failures generate their own dataset(Though they may not be designed for GNNs). Is it possible to compare PowerGraph with them?
Reference:
[1] Shuvro, Rezoan A., et al. "Predicting cascading failures in power grids using machine learning algorithms." 2019 North American Power Symposium (NAPS). IEEE, 2019.
[2] Zhou, Tianxin, Xiang Li, and Haibing Lu. "Power Grid Cascading Failure Prediction Based on Transformer." International Conference on Computational Data and Social Networks. Cham: Springer International Publishing, 2021.
Rating
3: reject, not good enough
Confidence
3: You are fairly confident in your assessment. It is possible that you did not understand some parts of the submission or that you are unfamiliar with some pieces of related work. Math/other details were not carefully checked.