H
Hongjie Bi
Researcher at Cergy-Pontoise University
Publications - 21
Citations - 332
Hongjie Bi is an academic researcher from Cergy-Pontoise University. The author has contributed to research in topics: Population & Synchronization networks. The author has an hindex of 9, co-authored 20 publications receiving 219 citations. Previous affiliations of Hongjie Bi include Okinawa Institute of Science and Technology & Centre national de la recherche scientifique.
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Journal ArticleDOI
Coexistence of Quantized, Time Dependent, Clusters in Globally Coupled Oscillators.
TL;DR: A novel collective state, occurring in globally coupled nonidentical oscillators in the proximity of the point where the transition from the system's incoherent to coherent phase converts from explosive to continuous, is reported.
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Explosive oscillation death in coupled Stuart-Landau oscillators
Hongjie Bi,Xin Hu,Xiyun Zhang,Yong Zou,Yong Zou,Zonghua Liu,Zonghua Liu,Shuguang Guan,Shuguang Guan +8 more
TL;DR: In this paper, the authors report the occurrence of explosive oscillation quenching in a system of coupled Stuart-Landau oscillators that incorporates both phase and amplitude dynamics, and obtain the backward transition point, which is shown to be independent of the specific frequency distributions.
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Theta-Nested Gamma Oscillations in Next Generation Neural Mass Models.
TL;DR: A new class of neural mass models able to reproduce exactly the macroscopic dynamics of spiking neural networks is considered, and both the PING and the ING mechanism give rise to theta-nested gamma oscillations with almost identical features.
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Explosive synchronization with asymmetric frequency distribution.
Wenchang Zhou,Lumin Chen,Lumin Chen,Hongjie Bi,Xin Hu,Zonghua Liu,Zonghua Liu,Shuguang Guan,Shuguang Guan +8 more
TL;DR: This work study the synchronization in a generalized Kuramoto model with frequency-weighted coupling finds that the synchronization transition in the model generally converts from the first order to the second order as the central frequency shifts toward positive direction.
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Model bridging chimera state and explosive synchronization.
TL;DR: This model suggests a way to easily observe CS, in contrast to other models having some (weak or strong) dependence on initial conditions, which consists of two groups of coupled oscillators, and its coupling strength is adaptively controlled by a local order parameter.