Financial Risk Relation Identification through Dual-view Adaptation
Wei-Ning Chiu, Yu-Hsiang Wang, Andy Hsiao, Yu-Shiang Huang, Chuan-Ju Wang
TL;DR
This paper presents a retrieval-based framework to identify inter-firm risk relations by fine-tuning a financial-domain encoder on Form 10-K filings using dual-view (lexical and chronological) supervision. It introduces the risk relation score (RRS), grounded in mutual risk paragraphs for transparency and interpretability, and demonstrates that RRS aligns with stock price co-movements and improves downstream tasks like graph-based stock prediction and financial retrieval benchmarks. Through extensive experiments and a case study, the approach shows superior performance over baselines and provides textual evidence to support discovered risk links. The work offers a scalable, interpretable method to quantify shared financial risk exposures, with practical implications for investment decision-making and risk management.
Abstract
A multitude of interconnected risk events -- ranging from regulatory changes to geopolitical tensions -- can trigger ripple effects across firms. Identifying inter-firm risk relations is thus crucial for applications like portfolio management and investment strategy. Traditionally, such assessments rely on expert judgment and manual analysis, which are, however, subjective, labor-intensive, and difficult to scale. To address this, we propose a systematic method for extracting inter-firm risk relations using Form 10-K filings -- authoritative, standardized financial documents -- as our data source. Leveraging recent advances in natural language processing, our approach captures implicit and abstract risk connections through unsupervised fine-tuning based on chronological and lexical patterns in the filings. This enables the development of a domain-specific financial encoder with a deeper contextual understanding and introduces a quantitative risk relation score for transparency, interpretable analysis. Extensive experiments demonstrate that our method outperforms strong baselines across multiple evaluation settings. Our codes are available at https://github.com/cnclabs/codes.fin.relation.
