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A Comprehensive Survey on Graph Reduction: Sparsification, Coarsening, and Condensation
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Many real-world datasets can be naturally represented as graphs, spanning a wide range of domains. However, the increasing complexity and size of graph datasets present significant challenges for analysis and computation. In response, graph reduction, or graph summarization, has gained prominence for simplifying large graphs while preserving essential properties. In this survey, we aim to provide a comprehensive understanding of graph reduction methods, including graph sparsification, graph coarsening, and graph condensation. Specifically, we establish a unified definition for these methods and introduce a hierarchical taxonomy to categorize the challenges they address. Our survey then systematically reviews the technical details of these methods and emphasizes their practical applications across diverse scenarios. Furthermore, we outline critical research directions to ensure the continued effectiveness of graph reduction techniques, as well as provide a comprehensive paper list at \url{https://github.com/Emory-Melody/awesome-graph-reduction}. We hope this survey will bridge literature gaps and propel the advancement of this promising field.
Forward citations
Cited by 12 Pith papers
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GBGC: Efficient and Adaptive Graph Coarsening via Granular-ball Computing
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Random Walk Guided Hyperbolic Graph Distillation
HyDRO distills graphs in hyperbolic space with random-walk spectral gap matching, improving link prediction and continual graph learning.
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Training-free Heterogeneous Graph Condensation via Data Selection
FreeHGC performs training-free heterogeneous graph condensation through structural data selection and synthesis, matching or beating training-based condensation on seven datasets.
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Quantum Compilation Toolkit for Rydberg Atom Arrays with Implications for Problem Hardness and Quantum Speedups
A graph-reduction, compatibility-checking, and embedding toolkit maps generic maximum independent set problems onto Rydberg atom arrays, with large empirical reductions and a hardware demo on QuEra Aquila.
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GCAL: Adapting Graph Models to Evolving Domain Shifts
GCAL combines information-maximization adaptation with variational memory graph generation to prevent catastrophic forgetting in unsupervised continual graph domain adaptation.
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GraphFLEx: Structure Learning Framework for Large Expanding Graphs
GraphFLEx uses clustering, hashing-based coarsening, and local graph learning to incrementally infer structure in large expanding graphs, claiming faster runtime and near-original accuracy.
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Inference-friendly Graph Compression for Graph Neural Networks
A graph compression scheme that merges inference-equivalent nodes so GNN inference can run on a smaller graph with no or little decompression, claiming 55-85% inference cost reduction with small accuracy loss.
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SGS-GNN: A Supervised Graph Sparsification method for Graph Neural Networks
A supervised edge-sampling sparsifier that keeps only 20% of edges can match or beat the full graph for GNN node classification, with especially large gains on heterophilic graphs.
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Heterogeneous Graph Condensation via Role-Aware Clustering
Role-aware clustering (class-partitioned targets, type-wise non-targets) plus cluster-level reconstruction yields compact heterogeneous graphs that train HGNNs near full-graph accuracy at far lower condensation cost.
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ScaleNet: Scale Invariance Learning in Directed Graphs
The paper reports state-of-the-art node classification on five of six tested datasets using multi-scale products of a directed adjacency matrix, but the claimed scale invariance is not rigorously demonstrated.
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Explainable Malware Detection through Integrated Graph Reduction and Learning Techniques
Leaf Prune, a simple removal of nodes with degree ≤ 1, reduces CFG/FCG size drastically in GNN malware detection with negligible accuracy change.
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