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Status and Prospects on Disintegration of Complex Networks
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WU Jun, DENG Ye, WANG Zhigang, TAN Suoyi, LI Yapeng
Complex Systems and Complexity Science. 2022, 19 (3): 1-13.
DOI: 10.13306/j.1672-3813.2022.03.001
In the majority of cases, networks are beneficial. However, many times it may also be harmful, such as terrorist networks and disease spreading networks. It has become an urgent challenging problem to disintegrate these harmful networks by various methods such as immunization, block, isolation, disturbance, and attack. The core task of network disintegration is to identify the “critical nodes (edges)”. This survey firstly gives the mathematical description of network disintegration. On this basis, this survey then reviews the status of network disintegration study in the fields of operations research, network science, and computer science based on mathematical programming, the centrality metrics, the heuristic algorithms, evolutionary computation, and machine learning, respectively. Lastly, this survey presents the prospects of network disintegration study from the aspects of the target network, disintegration model, and algorithm.
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COVID-19 Model Based on Conformable Fractional Derivativeand Its Numerical Solution
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WANG Yu, FENG Yuqiang
Complex Systems and Complexity Science. 2022, 19 (3): 27-32.
DOI: 10.13306/j.1672-3813.2022.03.004
After the outbreak of COVID-19, it is of great significance to find an appropriate dynamic model of COVID-19 epidemic in order to master its transmission law, predict its development trend, and provide corresponding prevention and control basis. In this paper, the SEIRV chamber model is adopted, and the dynamics model of infectious disease is established by combining the fractional derivative of Conformable. The fractional derivative differential equation of Conformable is discretized by numerical method and its numerical solution is obtained. In addition, numerical simulation was carried out on the confirmed data of Wuhan city from January 23, 2020 to February 11, 2020. At the same time, consider that the Wuhan municipal government revised the epidemic data on February 12, 2020, adding nearly 14,000 people. The order α value of SEIRV model is modified, and then the revised data is simulated. The simulation results are in good agreement with the published data. The results show that compared with the traditional integer order model, the fractional order model can simulate the modified data. This reflects the advantages of fractional infectious disease dynamics model, and can provide certain reference value for the prediction of COVID-19 model.
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Study on Evolutionary Game of General Aviation Safety Supervision Based on Complex Network
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XIAO Qin, LUO Fan
Complex Systems and Complexity Science. 2022, 19 (3): 33-43.
DOI: 10.13306/j.1672-3813.2022.03.005
In order to explore the evolution mechanism of the cooperation behavior of general aviation enterprises on safety supervision, an evolution game model is proposed based on the perspective of complex network. With the model, this paper analyzes the influence of network size, network average degree, cumulative payoff weight, cost-income ratio, reward and punishment of regulators. The results show that the increase of network size and network average degree contributes to the increase of the equilibrium density of cooperators; the increase of cumulative payoff weight promotes the cooperation behavior in the network; however, the increase of cost-income ratio inhibits the game cooperation behavior in the network; government reward and punishment can promote the cooperation behavior, and the effect of punishment is more significant than reward. The regulatory strategies of general aviation safety can be concluded including increasing government support, building network communication platform, reducing enterprise operation cost, and building industry reward and punishment mechanism.
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Analysis of Doctor-patient Relationship and Countermeasures from the Perspective of Evolutionary Game
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LI Chaoran, LIU Jusheng, SONG Mei, HAN Jingti, YU Changrui
Complex Systems and Complexity Science. 2022, 19 (3): 44-54.
DOI: 10.13306/j.1672-3813.2022.03.006
The disharmony and conflict of the physician-patient relationship are becoming a real dilemma that the medical industry and the whole society have to face, which seriously affects people′s sense of happiness and health. Starting from multiple dimensions such as information asymmetry, trust, moral hazard, and the rewards and punishments of arbitration institutions, this study used evolutionary game theory and replication dynamic equations to construct an evolutionary game model for the choice of cooperation strategy between physicians and patients and then explored the evolving situation of the physician-patient relationship. Finally, the study simulated the evolution path of physician-patient strategy by numerical simulation method and analyzed the results. The results showed that: the physician-patient relationship will eventually stabilize in two states of cooperation and conflict; trust level, degree of information asymmetry, moral hazard, and reward and punishment of arbitration institutions are important factors that can affect the evolution of cooperation path between doctors and patients. Increasing the trust level and the reward and punishment of arbitration institutions, reducing the degree of information asymmetry and the moral hazard for both doctors and patients will prompt the physicians and patients to shift from conflict to cooperation.
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Fault-tolerant Synchronization Control for Complex Dynamical Networks
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CHEN Jiayin, LIU Guojun
Complex Systems and Complexity Science. 2022, 19 (3): 55-65.
DOI: 10.13306/j.1672-3813.2022.03.007
In this paper, we study a class of synchronous control problems called Markov complex systems. First, according to the Lyapunov stability theorem and the linear matrix inequality method, this paper constructs a new augmented closed-loop functional, which considers the state information of the current sample and the previous sample at the same time. Thus, a lower conservative stability criterion for Markov complex systems is obtained. At the same time, a design method of data sampling controller is given. Finally, numerical and simulation examples are established, and the simulation results prove that the method proposed in this paper has obvious advantages over other methods.
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Research and Synchronization Application of a New 3-D Switched Chaotic System
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YAN Shaohui, SHI Wanlin, WANG Qiyu, REN Yu
Complex Systems and Complexity Science. 2022, 19 (3): 94-103.
DOI: 10.13306/j.1672-3813.2022.03.012
To improve the randomness of chaotic systems, two chaotic systems with anti-structures have been proposed that are combined into a new automatic switching chaotic system by virtue of a switching function. The basic dynamic behaviors and rich chaotic characteristics of the switched chaotic system are analyzed upon studying the stability of the equilibrium point, chaotic attractor phase diagram, Lyapunov exponent spectrum, bifurcation diagram, Poincaré cross section and power spectrum of the system. With the help of the calculation of the spectral entropy complexity (SE) and C0 complexity, the complexity of switched chaotic system is proved to be substantially higher than that of the sub-chaotic system. Based on Multisim software, the analog circuit simulation experiment of the system is designed. The simulation results show that the switched system is feasible. The synchronization of the two systems is realized by the coupling synchronization method, and it is applied to the chaotic masking secure communication. The experimental results show that this method is feasible and effective.
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