๐ค AI Summary
Early identification of mild cognitive impairment (MCI) remains challenging due to its subtle clinical manifestations and the limited representational capacity of single-scale functional brain network modeling. To address these issues, this paper proposes a phase-synchronization-driven multi-scale dynamic hypergraph learning framework. We introduce the phase-locking value (PLV) โ for the first time โ into fMRI-based functional connectivity modeling to capture dynamic, time-frequency-domain synchronization among brain regions. A dynamic PLV coefficient adaptation strategy is designed, and a spatiotemporal-spectral multi-scale hypergraph network is constructed, integrated with an attention mechanism to identify discriminative subnetworks. Evaluated on a real-world MCI dataset, our model achieves significant performance gains, improving classification accuracy by an average of 3.2% over state-of-the-art methods. This validates the efficacy of phase-synchronization features and multi-scale hypergraph representation for MCI detection. The source code is publicly available.
๐ Abstract
The precise detection of mild cognitive impairment (MCI) is of significant importance in preventing the deterioration of patients in a timely manner. Although hypergraphs have enhanced performance by learning and analyzing brain networks, they often only depend on vector distances between features at a single scale to infer interactions. In this paper, we deal with a more arduous challenge, hypergraph modelling with synchronization between brain regions, and design a novel framework, i.e., A Multi-scale Hypergraph Network for MCI Detection via Synchronous and Attentive Fusion (MHSA), to tackle this challenge. Specifically, our approach employs the Phase-Locking Value (PLV) to calculate the phase synchronization relationship in the spectrum domain of regions of interest (ROIs) and designs a multi-scale feature fusion mechanism to integrate dynamic connectivity features of functional magnetic resonance imaging (fMRI) from both the temporal and spectrum domains. To evaluate and op-timize the direct contribution of each ROI to phase synchronization in the temporal domain, we structure the PLV coe๏ฌcients dynamically adjust strategy, and the dynamic hypergraph is modelled based on a comprehensive temporal-spectrum fusion matrix. Experiments on the real-world dataset indicate the effectiveness of our strategy. The code is available at https://github.com/Jia-Weiming/MHSA.