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Control of a linear time-varying uncertain dynamical system with delayed inputs is considered.
In this study, the simultaneous estimation of unmeasured state variables and partly unknown inputs is considered.
The stability of a single-degree-of-freedom linear system to two high-frequency parametric inputs is considered.
A stabilized stochastic finite element implementation for the natural convection system of equations under Boussinesq assumptions with uncertainty in inputs is considered.
The problem of determining critical stochastic earthquake excitation models for simple nonlinear systems under single-point or multi-point nonstationary seismic inputs is considered.
A variable structure control (VSC) design for a class of uncertain chaotic systems subject to sector nonlinear inputs is considered in this paper.
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Correlations among MEPDG inputs were considered where appropriate in GSA.
In this case, inputs are considered to be complements.
–Level 2: If Level 1 inputs are not sufficiently available, Level 2 inputs are considered.
For the input/output methods, the known inputs are considered as realizations of a stochastic process.
Three different types of shock inputs are considered as the base motion to be isolated.
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