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cs.LG2025

From News to Returns: A Granger-Causal Hypergraph Transformer on the Sphere

Anoushka Harit, Zhongtian Sun, Jongmin Yu

We propose the Causal Sphere Hypergraph Transformer (CSHT), a novel architecture for interpretable financial time-series forecasting that unifies \emph{Granger-causal hypergraph st…

cs.LG2025

RicciFlowRec: A Geometric Root Cause Recommender Using Ricci Curvature on Financial Graphs

Zhongtian Sun, Anoushka Harit

We propose RicciFlowRec, a geometric recommendation framework that performs root cause attribution via Ricci curvature and flow on dynamic financial graphs. By modelling evolving i…

cs.LG2025

GLANCE: Graph Logic Attention Network with Cluster Enhancement for Heterophilous Graph Representation Learning

Zhongtian Sun, Anoushka Harit, Alexandra Cristea +2

Graph Neural Networks (GNNs) have demonstrated significant success in learning from graph-structured data but often struggle on heterophilous graphs, where connected nodes differ i…

cs.LG2025

Causal Spherical Hypergraph Networks for Modelling Social Uncertainty

Anoushka Harit, Zhongtian Sun

Human social behaviour is governed by complex interactions shaped by uncertainty, causality, and group dynamics. We propose Causal Spherical Hypergraph Networks (Causal-SphHN), a p…

cs.LG2025

Actionable Interpretability via Causal Hypergraphs: Unravelling Batch Size Effects in Deep Learning

Zhongtian Sun, Anoushka Harit, Pietro Lio

While the impact of batch size on generalisation is well studied in vision tasks, its causal mechanisms remain underexplored in graph and text domains. We introduce a hypergraph-ba…

cs.LG2024

Breaking Down Financial News Impact: A Novel AI Approach with Geometric Hypergraphs

Anoushka Harit, Zhongtian Sun, Jongmin Yu +1

In the fast-paced and volatile financial markets, accurately predicting stock movements based on financial news is critical for investors and analysts. Traditional models often str…