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Our framework respects multi-scale structure features, while being robust to complex noise perturbation.
This paper investigates the chaos synchronization between Genesio chaotic systems with noise perturbation.
(28) The semiclassical approximation amounts to a small noise perturbation around the solution to this equation.
This is because the error becomes large with the random white noise perturbation.
Specifically, our proposals are more suitable for practical application with serious transmission failure and noise perturbation.
Furthermore, AGFPLS between two different uncertain chaotic systems can still be achieved effectively with the existence of noise perturbation.
Similar(26)
In reality, many engineering systems modeled by second order differential equations, like the van der Pol oscillator, show incredible robustness against noise perturbations, and the perturbed trajectories remain in the neighborhood of a stable limit cycle for all times of practical interest.
Finally, the effects of different white noise perturbations and different impulsive perturbations are discussed and illustrated.
The model inherently recognizes only noise free patterns and in case of noise perturbations (rotations/scaling/translation) misclassifies the images.
This paper investigates the fixed-time synchronization of complex networks (CNs) with nonidentical nodes and stochastic noise perturbations.
This paper deals with time problem of time-varying parameters estimation of stochastic systems under colored noise perturbations.
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