Guided by the three-way decision principles, three-way clustering methods effectively capture information uncertainty by characterizing cluster structures through cores and fringe regions. However, most existing approaches evaluate data uncertainty only from the perspective of density or distance, thus failing to comprehensively reflect the intrinsic structure of the data. To address this limitation, this paper proposes a multi-scale uncertainty propagation three-way clustering algorithm. First, by analyzing density-based and distance-based membership relationships between samples and clusters, two uncertainty measures, kernel density scores, and boundary uncertainty, are defined to jointly characterize data uncertainty through global density distribution and local geometric correlations. Subsequently, a multi-scale uncertainty propagation mechanism is developed to dynamically update the sample uncertainties through iterative propagation, enabling progressive information fusion and transmission. Finally, a dynamic three-way assignment strategy is designed to adaptively divide samples into three regions based on both distance and density information, and then a corresponding three-way clustering algorithm is constructed. In the experiments, the proposed algorithm is compared with eight other clustering methods on 16 datasets with varying dimensions, and its effectiveness is demonstrated through both qualitative and quantitative analysis.
扫码关注我们
求助内容:
应助结果提醒方式:
