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Similar results for nonlinear systems with additive noise follow easily.
This paper focuses on the robustness analysis of linear vibrational control systems with additive disturbances.
The paper deals with the robust non-fragile H∞ control problem for uncertain structural systems with additive controller gain variations.
The paper introduces a new recursive algorithm for constructing phase state estimates for systems with additive and parametric disturbances.
A new approach for the design of parity relations for linear dynamic systems with additive and multiplicative uncertainties is presented.
This paper deals with the design procedure of the recently presented robust MPC for tracking of constrained linear systems with additive disturbances.
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We evaluate our system with additive Gaussian noise at different noise levels.
Consider a discrete-time linear dynamic system with additive white Gaussian noise that models unpredictable disturbances.
Some estimation problems are found to be naturally tractable using only characteristic functions, such as the multivariable linear system with additive Cauchy measurement and process noise.
In this section, we will introduce some notions and functional spaces on time-varying domains, following [11], and derive the Boissonade system with additive noise on the time-varying domain.
The tracking-control problem of a special nonlinear system (i.e., the extension of a modified Lorenz chaotic system) with additive input or the mixture of additive and multiplicative inputs is considered in this paper.
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