SOTAVerified

Graph Classification

Graph Classification is a task that involves classifying a graph-structured data into different classes or categories. Graphs are a powerful way to represent relationships and interactions between different entities, and graph classification can be applied to a wide range of applications, such as social network analysis, bioinformatics, and recommendation systems. In graph classification, the input is a graph, and the goal is to learn a classifier that can accurately predict the class of the graph.

( Image credit: Hierarchical Graph Pooling with Structure Learning )

Papers

Showing 676700 of 927 papers

TitleStatusHype
Weisfeiler and Leman go Hyperbolic: Learning Distance Preserving Node Representations0
When Work Matters: Transforming Classical Network Structures to Graph CNN0
XInsight: Revealing Model Insights for GNNs with Flow-based Explanations0
Zoom in to where it matters: a hierarchical graph based model for mammogram analysis0
Efficient Mixed Precision Quantization in Graph Neural NetworksCode0
Structural Entropy Guided Unsupervised Graph Out-Of-Distribution DetectionCode0
Efficient Automatic Machine Learning via Design GraphsCode0
Are Graph Embeddings the Panacea? An Empirical Survey from the Data Fitness PerspectiveCode0
edGNN: a Simple and Powerful GNN for Directed Labeled GraphsCode0
Edge Classification on Graphs: New Directions in Topological ImbalanceCode0
Dynamic Neural Dowker Network: Approximating Persistent Homology in Dynamic Directed GraphsCode0
Generalized Equivariance and Preferential Labeling for GNN Node ClassificationCode0
Dynamic Edge-Conditioned Filters in Convolutional Neural Networks on GraphsCode0
DOTIN: Dropping Task-Irrelevant Nodes for GNNsCode0
Architecture Matters: Uncovering Implicit Mechanisms in Graph Contrastive LearningCode0
Distance Metric Learning for Graph Structured DataCode0
Permute Me Softly: Learning Soft Permutations for Graph RepresentationsCode0
Persistence Images: A Stable Vector Representation of Persistent HomologyCode0
PiNet: A Permutation Invariant Graph Neural Network for Graph ClassificationCode0
PiNet: Attention Pooling for Graph ClassificationCode0
TreeRNN: Topology-Preserving Deep GraphEmbedding and LearningCode0
Structural Optimization Makes Graph Classification Simpler and BetterCode0
Are Powerful Graph Neural Nets Necessary? A Dissection on Graph ClassificationCode0
Structure-Aware Hierarchical Graph Pooling using Information BottleneckCode0
Pooling Strategies for Simplicial Convolutional NetworksCode0
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Benchmark Results

#ModelMetricClaimedVerifiedStatus
1GIN-0Accuracy762Unverified
2HGP-SLAccuracy84.91Unverified
3rLap (unsupervised)Accuracy84.3Unverified
4TFGW ADJ (L=2)Accuracy82.9Unverified
5FIT-GNNAccuracy82.1Unverified
6DUGNNAccuracy81.7Unverified
7MEWISPoolAccuracy80.71Unverified
8CIN++Accuracy80.5Unverified
9MAGPoolAccuracy80.36Unverified
10SAEPoolAccuracy80.36Unverified
#ModelMetricClaimedVerifiedStatus
1Evolution of Graph ClassifiersAccuracy100Unverified
2MEWISPoolAccuracy96.66Unverified
3TFGW ADJ (L=2)Accuracy96.4Unverified
4GIUNetAccuracy95.7Unverified
5G_InceptionAccuracy95Unverified
6GICAccuracy94.44Unverified
7CIN++Accuracy94.4Unverified
8sGINAccuracy94.14Unverified
9CANAccuracy94.1Unverified
10Deep WL SGN(0,1,2)Accuracy93.68Unverified
#ModelMetricClaimedVerifiedStatus
1TFGW ADJ (L=2)Accuracy88.1Unverified
2WKPI-kmeansAccuracy87.2Unverified
3FGW wl h=4 spAccuracy86.42Unverified
4WL-OA KernelAccuracy86.1Unverified
5WL-OAAccuracy86.1Unverified
6FGW wl h=2 spAccuracy85.82Unverified
7WWLAccuracy85.75Unverified
8DUGNNAccuracy85.5Unverified
9δ-2-LWLAccuracy85.5Unverified
10CIN++Accuracy85.3Unverified