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DANCE: Dynamic, Available, Neighbor-gated Condensation for Federated Text-Attributed Graphs

Zekai Chen, Haodong Lu, Xunkai Li, Henan Sun, Jia Li, Hongchao Qin, Rong-Hua Li, Guoren Wang

TL;DR

This work tackles TAG-FGL when textual attributes are long and costly to process, introducing DANCE, a round-wise condensation framework that is model-in-the-loop and evidence-driven. DANCE combines label-aware node condensation, hierarchical text condensation, and self-expressive topology reconstruction to produce a compact, interpretable propagation graph while preserving privacy via secure aggregation. Theoretical guarantees on budgeted processing and stability accompany empirical results across eight TAG datasets, achieving state-of-the-art accuracy (2.33% gain at 8% condensation) with substantial token reductions (33.42%) per condensed node. The approach enables efficient, auditable federated learning on text-rich graphs with practical privacy protections and interpretable, on-device evidence traces that support regulatory compliance.

Abstract

Federated graph learning (FGL) enables collaborative training on graph data across multiple clients. With the rise of large language models (LLMs), textual attributes in FGL graphs are gaining attention. Text-attributed graph federated learning (TAG-FGL) improves FGL by explicitly leveraging LLMs to process and integrate these textual features. However, current TAG-FGL methods face three main challenges: \textbf{(1) Overhead.} LLMs for processing long texts incur high token and computation costs. To make TAG-FGL practical, we introduce graph condensation (GC) to reduce computation load, but this choice also brings new issues. \textbf{(2) Suboptimal.} To reduce LLM overhead, we introduce GC into TAG-FGL by compressing multi-hop texts/neighborhoods into a condensed core with fixed LLM surrogates. However, this one-shot condensation is often not client-adaptive, leading to suboptimal performance. \textbf{(3) Interpretability.} LLM-based condensation further introduces a black-box bottleneck: summaries lack faithful attribution and clear grounding to specific source spans, making local inspection and auditing difficult. To address the above issues, we propose \textbf{DANCE}, a new TAG-FGL paradigm with GC. To improve \textbf{suboptimal} performance, DANCE performs round-wise, model-in-the-loop condensation refresh using the latest global model. To enhance \textbf{interpretability}, DANCE preserves provenance by storing locally inspectable evidence packs that trace predictions to selected neighbors and source text spans. Across 8 TAG datasets, DANCE improves accuracy by \textbf{2.33\%} at an \textbf{8\%} condensation ratio, with \textbf{33.42\%} fewer tokens than baselines.

DANCE: Dynamic, Available, Neighbor-gated Condensation for Federated Text-Attributed Graphs

TL;DR

This work tackles TAG-FGL when textual attributes are long and costly to process, introducing DANCE, a round-wise condensation framework that is model-in-the-loop and evidence-driven. DANCE combines label-aware node condensation, hierarchical text condensation, and self-expressive topology reconstruction to produce a compact, interpretable propagation graph while preserving privacy via secure aggregation. Theoretical guarantees on budgeted processing and stability accompany empirical results across eight TAG datasets, achieving state-of-the-art accuracy (2.33% gain at 8% condensation) with substantial token reductions (33.42%) per condensed node. The approach enables efficient, auditable federated learning on text-rich graphs with practical privacy protections and interpretable, on-device evidence traces that support regulatory compliance.

Abstract

Federated graph learning (FGL) enables collaborative training on graph data across multiple clients. With the rise of large language models (LLMs), textual attributes in FGL graphs are gaining attention. Text-attributed graph federated learning (TAG-FGL) improves FGL by explicitly leveraging LLMs to process and integrate these textual features. However, current TAG-FGL methods face three main challenges: \textbf{(1) Overhead.} LLMs for processing long texts incur high token and computation costs. To make TAG-FGL practical, we introduce graph condensation (GC) to reduce computation load, but this choice also brings new issues. \textbf{(2) Suboptimal.} To reduce LLM overhead, we introduce GC into TAG-FGL by compressing multi-hop texts/neighborhoods into a condensed core with fixed LLM surrogates. However, this one-shot condensation is often not client-adaptive, leading to suboptimal performance. \textbf{(3) Interpretability.} LLM-based condensation further introduces a black-box bottleneck: summaries lack faithful attribution and clear grounding to specific source spans, making local inspection and auditing difficult. To address the above issues, we propose \textbf{DANCE}, a new TAG-FGL paradigm with GC. To improve \textbf{suboptimal} performance, DANCE performs round-wise, model-in-the-loop condensation refresh using the latest global model. To enhance \textbf{interpretability}, DANCE preserves provenance by storing locally inspectable evidence packs that trace predictions to selected neighbors and source text spans. Across 8 TAG datasets, DANCE improves accuracy by \textbf{2.33\%} at an \textbf{8\%} condensation ratio, with \textbf{33.42\%} fewer tokens than baselines.
Paper Structure (45 sections, 9 theorems, 38 equations, 9 figures, 5 tables, 4 algorithms)

This paper contains 45 sections, 9 theorems, 38 equations, 9 figures, 5 tables, 4 algorithms.

Key Result

Theorem 5.2

For any client $m$ and any stage, the hard budgets ensure $|\mathcal{S}_v^{(\ell)}|\le B_\ell$ for $\ell\in\{0,1,2\}$ and $\|\pi_{v,\cdot}\|_0\le B_{\mathrm{tok}}$ for all $v\in\hat{V}^{(m)}$, hence $\sum_{v\in\hat{V}^{(m)}}\|\pi_{v,\cdot}\|_0\le K B_{\mathrm{tok}}$. Let $d$ be the embedding dimensi Therefore, the aggregation term is directly controlled by the hard budgets $\{B_\ell\}_{\ell\in\{0,

Figures (9)

  • Figure 1: Overview of the proposed DANCE framework. Each client condenses a local TAG by (1) label-aware node condensation and (2) budgeted hierarchical text propagation/condensation, then (3) rebuilds a lightweight topology via self-expressive reconstruction on fused graph--text embeddings and (4) trains a GNN for federated aggregation.
  • Figure 2: Convergence across communication rounds on Cora (left) and CiteSeer (right).
  • Figure 3: Hyper-parameter analysis of the Hierarchical Text Condensation module. Left: accuracy under different 1-hop and 2-hop text budgets used in hierarchical evidence aggregation. Right: relative accuracy w.r.t. the summary mixing ratio $\mathit{mix}$, which balances condensed textual evidence and structural context.
  • Figure 4: Hyper-parameter sensitivity and scalability analysis of the Self-expressive Topology Reconstruction module. Left: node classification accuracy under different regularization weights $\alpha$ and $\beta$ in the prior-regularized sparse self-expression objective. Right: scalability with varying numbers of participating clients.
  • Figure 5: Training time comparison on Cora and Citeseer. DANCE achieves substantially lower runtime than LLM-based methods and also yields noticeable reductions compared to conventional federated baselines.
  • ...and 4 more figures

Theorems & Definitions (21)

  • Definition 5.1: End-to-end evidence processing under hard budgets
  • Theorem 5.2: End-to-end complexity under hard budgets
  • Definition 5.3: Tail mass under top-$B$ truncation
  • Theorem 5.4: Bounded distortion from hard truncation
  • Definition 5.5: Top-$B$ margin for score stability
  • Theorem 5.6: Selection stability under bounded model drift
  • Proposition 4.2: Hard budget guarantees
  • proof
  • Corollary 4.3: Per-round scoring vs. aggregation cost
  • proof
  • ...and 11 more