Hyun-Woo Lee

h-index21
2papers
1,745citations

2 Papers

4.1LGMay 2, 2025Code
Scalability Matters: Overcoming Challenges in InstructGLM with Similarity-Degree-Based Sampling

Hyun Lee, Chris Yi, Maminur Islam et al.

Large Language Models (LLMs) have demonstrated strong capabilities in various natural language processing tasks; however, their application to graph-related problems remains limited, primarily due to scalability constraints and the absence of dedicated mechanisms for processing graph structures. Existing approaches predominantly integrate LLMs with Graph Neural Networks (GNNs), using GNNs as feature encoders or auxiliary components. However, directly encoding graph structures within LLMs has been underexplored, particularly in the context of large-scale graphs where token limitations hinder effective representation. To address these challenges, we propose SDM-InstructGLM, a novel instruction-tuned Graph Language Model (InstructGLM) framework that enhances scalability and efficiency without relying on GNNs. Our method introduces a similarity-degree-based biased random walk mechanism, which selectively samples and encodes graph information based on node-feature similarity and degree centrality, ensuring an adaptive and structured representation within the LLM. This approach significantly improves token efficiency, mitigates information loss due to random sampling, and enhances performance on graph-based tasks such as node classification and link prediction. Furthermore, our results demonstrate the feasibility of LLM-only graph processing, enabling scalable and interpretable Graph Language Models (GLMs) optimized through instruction-based fine-tuning. This work paves the way for GNN-free approaches to graph learning, leveraging LLMs as standalone graph reasoning models. Our source code is available on GitHub.

4.1LGSep 27, 2025
Signal Preserving Weight Initialization for Odd-Sigmoid Activations

Hyunwoo Lee, Hayoung Choi, Hyunju Kim

Activation functions critically influence trainability and expressivity, and recent work has therefore explored a broad range of nonlinearities. However, activations and weight initialization are interdependent: without an appropriate initialization method, nonlinearities can cause saturation, variance collapse, and increased learning rate sensitivity. We address this by defining an odd sigmoid function class and, given any activation f in this class, proposing an initialization method tailored to f. The method selects a noise scale in closed form so that forward activations remain well dispersed up to a target layer, thereby avoiding collapse to zero or saturation. Empirically, the approach trains reliably without normalization layers, exhibits strong data efficiency, and enables learning for activations under which standard initialization methods (Xavier, He, Orthogonal) often do not converge reliably.