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Author

Jingfang Fan

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Sep 2026

Criticality and Universality of the Generalized Kuramoto Model.

We explore synchronization transitions in a generalized Kuramoto model with n-dimensional vector oscillators on complete graphs (CG) and on d-dimensional lattices. On the CG, we analytically derive universal critical exponents (β,ν[over ¯])=(1/2,5/2) for all even n. Through the Botet-Jullien-Pfeuty relation, the CG exp...

Zhong-Pu Qiu, Tian-Yi Wu, Sheng Fang et al. · 1 citation
Open access Jul 2026

Temporal self-similarity reveals percolation universality classes in complex networks

Catastrophic fragmentation and structural transitions are ubiquitous in real-world complex systems, yet their underlying universality classes remain largely elusive due to strong structural heterogeneity and the absence of well-defined critical thresholds. Here, we discover a robust phenomenon of temporal self-similari...

Sheng Fang, Jun Meng, Qing Lin et al. · 0 citations

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