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Showing 1–3 of 3 results
Advanced filters: Author: Dinghua Shi Clear advanced filters

  • Synchronization is a widespread emergent feature of complex systems. Here, the authors investigate the optimization of synchronization in phase oscillators with higher-order interactions, and find that optimized networks are more homogeneous in the nodes’ degree for undirected interactions, and for directed interactions they are generally structurally asymmetric, but can be symmetric, which differs from the pairwise case.

    • Ying Tang
    • Dinghua Shi
    • Linyuan Lü
    ResearchOpen Access
    Communications Physics
    Volume: 5, P: 1-12

  • The study of high-order networks as attracted significant attention recently. The authors introduce the concept of computability for searching maximum clique in large networks and an optimized algorithm for finding cavities with different orders.

    • Dinghua Shi
    • Zhifeng Chen
    • Guanrong Chen
    ResearchOpen Access
    Communications Physics
    Volume: 4, P: 1-7

  • Characterising the structure of real-world complex networks is of crucial importance to understand the emerging dynamics taking place on top of them. In this work the authors investigate the cycle organization of synthetic and real systems, and use such information to define a centrality measure that is more informative than traditional indexes to the end of understanding network dismantling, synchronization, and spreading processes

    • Tianlong Fan
    • Linyuan Lü
    • Tao Zhou
    ResearchOpen Access
    Communications Physics
    Volume: 4, P: 1-9