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Linear dynamical models with nonlinear output maps can represent a wide range of industrial processes.
Performance is evaluated using experimentally derived fault models with nonlinear aircraft simulations that incorporate actuator uncertainty.
References [4, 5, 8, 10, 11] have discussed the delayed SIR vector disease models with nonlinear incidence functions.
To reflect the behavior of real structures appropriately, models with nonlinear kinematic relations and second-order theory are required.
Parameter uncertainty leading to inaccurate predictions is often present when kinetic models with nonlinear rate equations are considered.
Usual models with nonlinear stress strain curves in cyclic behavior are based on Mróz multisurface plasticity, bounding surface models or models derived from the Armstrong–Frederick rule.
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Our work deals with a stochastic model with nonlinear member.
In [16 19], a nonlinear model with nonlinear boundary conditions was discussed.
Li et al. [24] constructed an SIR epidemic model with nonlinear incidence and treatment.
In this paper we analyze the pattern formation of a chemotaxis model with nonlinear cell diffusion.
In Section 2, an antenna selection MIMO-OFDM system model with nonlinear HPAs is described.
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