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The paper studies decentralized stabilizability for multi-agent systems with general linear dynamics.
Effects of uncertainties on the dynamic response of the nonlinear vibration systems with general form are investigated.
A novel state dependent control approach for discrete-time nonlinear systems with general performance criteria is presented.
This paper investigates the problem of finite-time formation control for multi-agent systems with general linear dynamics.
This paper addresses the H∞ filtering of continuous Markov jump linear systems with general transition probabilities and output quantization.
In this paper, one proposes adaptive observers for a class of uniformly observable MIMO nonlinear systems with general nonlinear parameterizations.
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The model predictions are demonstrated initially for an example system with general hypothetical properties.
This paper addresses this important issue for a simple scalar nonlinear dynamic system with general input uncertainties.
To that end, we consider a partial moment system with general partitions of the unit sphere closed by an entropy minimization principle.
But for a nonlinear system with general uncertainties (i.e., time varying with unknown bounds), both traditional sliding control and adaptive control do not work properly.
We compare three thermodynamically consistent numerical fluxes known in the literature, appearing in a Voronoï finite volume discretization of the van Roosbroeck system with general charge carrier statistics.
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