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Spatial-temporal stock movement prediction and portfolio selection based on the semantic company relationship graph

Author

Listed:
  • Chang Luo
  • He (Heather) He
  • Mihai Cucuringu
  • Tiejun Ma

Abstract

In this paper, we approach stock price movements as a spatial-temporal prediction task, advancing beyond the traditional view of stocks as standalone entities. We first represent companies as vector embeddings, utilizing company name co-occurrence statistics from a large financial news corpus, and then construct a Semantic Company Relationship Graph (SCRG) using cosine similarities between vectors to define the mutual relationships. To tackle the financial prediction task, we introduce a novel Non-Independent and Identically Distributed Spatial-Temporal Graph Neural Network (NIST-GNN). It is specifically designed to propagate features from both neighboring companies and internal historical data while effectively handling the inherent temporal non-IIDness in stock sequences. This innovative aspect of our NIST-GNN allows for a more nuanced understanding and processing of temporal data, setting it apart from traditional spatial-temporal approaches. Our experimental results demonstrate that this methodology significantly outperforms benchmark models, yielding superior profitability and enhancing the Sharpe Ratio by 0.61 compared to the best-performing baseline, with statistical significance. Importantly, our findings provide valuable theoretical insights into the effect of information diffusion within the US market, revealing that public information from cross-correlated companies typically experiences a minimum one-day lag before diffusion, challenging conventional perceptions of market efficiency.

Suggested Citation

  • Chang Luo & He (Heather) He & Mihai Cucuringu & Tiejun Ma, 2026. "Spatial-temporal stock movement prediction and portfolio selection based on the semantic company relationship graph," Quantitative Finance, Taylor & Francis Journals, vol. 26(1), pages 99-117, January.
  • Handle: RePEc:taf:quantf:v:26:y:2026:i:1:p:99-117
    DOI: 10.1080/14697688.2025.2548897
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