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具有随机耦合强度两个复杂网络的自适应同步 被引量:3
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作者 聂瑞兴 孙志毅 王健安 《计算机应用研究》 CSCD 北大核心 2014年第4期1047-1050,共4页
探究当耦合强度不是常数而是随机变化时,两个不同复杂网络是否能够达到同步。假设耦合强度满足正态分布,在随机耦合强度的数学期望和网络拓扑结构分别已知和未知的情况下,设计合适的非线性自适应控制器使得两个网络获得同步。与假定耦... 探究当耦合强度不是常数而是随机变化时,两个不同复杂网络是否能够达到同步。假设耦合强度满足正态分布,在随机耦合强度的数学期望和网络拓扑结构分别已知和未知的情况下,设计合适的非线性自适应控制器使得两个网络获得同步。与假定耦合强度是一个确定值的研究成果相比,该结论更具有一般性。数值仿真表明了该方法的可行性和有效性。 展开更多
关键词 复杂网络 同步 随机耦合强度 自适应控制
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带马尔可夫跳和可变迟滞的非线性耦合神经网络同步问题 被引量:1
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作者 董海玲 唐娟 肖地长 《应用概率统计》 CSCD 北大核心 2022年第6期836-846,共11页
本文讨论了一类带马尔可夫跳和可变迟滞的非线性耦合神经网络的同步问题,其中模型的耦合强度是一个随机变量,网络的耦合结构根据一个连续时间马氏链来进行动态切换,并考虑了非线性的耦合项和时变时滞的影响.通过构造适当的Lyapunov函数... 本文讨论了一类带马尔可夫跳和可变迟滞的非线性耦合神经网络的同步问题,其中模型的耦合强度是一个随机变量,网络的耦合结构根据一个连续时间马氏链来进行动态切换,并考虑了非线性的耦合项和时变时滞的影响.通过构造适当的Lyapunov函数,运用线性矩阵不等式方法,获得该类网络模型达到全局均方渐近同步的充分条件.最后,通过一个数值仿真的例子,论证了理论结果的有效性. 展开更多
关键词 马尔可夫过程 随机耦合强度 可变迟滞 神经网络
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Enhancement of pacemaker induced stochastic resonance by an autapse in a scale-free neuronal network 被引量:8
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作者 YILMAZ Ergin BAYSAL Veli +1 位作者 PERC Matjaz OZER Mahmut 《Science China(Technological Sciences)》 SCIE EI CAS CSCD 2016年第3期364-370,共7页
An autapse is an unusual synapse that occurs between the axon and the soma of the same neuron. Mathematically, it can be described as a self-delayed feedback loop that is defined by a specific time-delay and the so-ca... An autapse is an unusual synapse that occurs between the axon and the soma of the same neuron. Mathematically, it can be described as a self-delayed feedback loop that is defined by a specific time-delay and the so-called autaptic coupling strength. Recently, the role and function of autapses within the nervous system has been studied extensively. Here, we extend the scope of theoretical research by investigating the effects of an autapse on the transmission of a weak localized pacemaker activity in a scale-free neuronal network. Our results reveal that by mediating the spiking activity of the pacemaker neuron, an autapse increases the propagation of its rhythm across the whole network, if only the autaptic time delay and the autaptic coupling strength are properly adjusted. We show that the autapse-induced enhancement of the transmission of pacemaker activity occurs only when the autaptic time delay is close to an integer multiple of the intrinsic oscillation time of the neurons that form the network. In particular, we demonstrate the emergence of multiple resonances involving the weak signal, the intrinsic oscillations, and the time scale that is dictated by the autapse. Interestingly, we also show that the enhancement of the pacemaker rhythm across the network is the strongest if the degree of the pacemaker neuron is lowest. This is because the dissipation of the localized rhythm is contained to the few directly linked neurons, and only afterwards, through the secondary neurons, it propagates further. If the pacemaker neuron has a high degree, then its rhythm is simply too weak to excite all the neighboring neurons, and propagation therefore fails. 展开更多
关键词 autapse self-delayed feedback NEURON channel noise scale-free network
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