Numerical simulation results show that the generalized control functions are effective in both the tracking control and generalized projective synchronization of RCLSJ models.
Specifically, the infrastructure is constructed by a novel combination of two distributed computing techniques to implement the synchronization of distributed models, as well as to ensure the interoperability at run-time.
Furthermore, based on the Halanay inequality technique, some delay-independent criteria are obtained to ensure the adaptive exponential synchronization of the model.
Then the impulsive [16 18] adaptive control law is proposed to realize finite-time synchronization of the model considered.
If (h(t)neq k(t)), the result in [11] cannot be used to decide whether the synchronization of network model (1) can be achieved.
Next, we present partial synchronization of the model presented in (79) and (80) with four excitatory neurons (mathrm{E}_{1})–(mandrm{E}_{4}) and four inhibitory neurons (mathrm{I_{1}})–(mathrm{I_{4}}).
Our goal in doing this synchronization of game and model development was to ensure that the game could ultimately generate data against which the model could be compared.
This paper is concerned with the issue of pinning synchronization of a general model of complex dynamical networks, which can well describe practical architectures of many realistic complex systems.
The authors in [31] investigated synchronization of a general model of complex delayed dynamical networks.
While our previous discussions with respect to agent based modeling have focused on the use of a role-playing type game to facilitate development of seemingly separate ABMs, the synchronization of game and model definitions could enable those same ABMs to serve as the basis for automated players.
That it occurs in living systems has also been known for many years, and its study has been made easier by the introduction of models of synchronization in populations of weakly coupled phase oscillators [8] [9].
