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Abstract In this paper, we propose an efficient analytical approach based on fractional calculus and singularity value theory to designing the finite-time |$H_\infty $| controller for linear singular fractional differential equations with time-varying delay. By introducing new fractional-order...
Abstract In this work, we use a bilinear approximation to examine the stability problem of a class of control-affine systems. We show that a continuous feedback may stabilize the system with given constraints on the term of perturbation. We provide a stabilization result for bilinear systems in...
Abstract This paper focuses on the reach control problem for systems expressed as a class of convex differential inclusions. The purpose is to find affine feedback for the trajectories of the systems to reach and leave an unrestricted facet of a given simplex in a finite time. It is proved that...
Abstract This paper addresses the topic of output feedback stabilization of general one-dimensional reaction–diffusion partial differential equations (PDEs) in the presence of a saturation in the measurement. The boundary control and the second boundary condition take the form of...
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