Sentence examples for a class of nonlinearity from inspiring English sources
In this papedr, we investigate the issue of adaptive finite-time tracking for a class of nonlinearity systems with hysteresis.
In the present paper, we complete these studies by considering a class of nonlinearities with the critical growth.
These results are existence counterparts of one by Druet in [O. Druet, Multibump analysis in dimension 2: Quantification of blow-up levels, Duke Math. J. 132 (2) (2006) 217–269] which classifies asymptotic bounded energy levels of blow-up solutions for a class of nonlinearities of critical exponential growth, including this one as a prototype case.
This paper focus on a stabilization problem for a class of nonlinear systems with periodic nonlinearities, called pendulum-like systems.
The stability of sliding-mode estimators for a class of nonlinear systems with Lipschitz nonlinearities has been studied.
Barrett (1965) [1] proposed a time domain criterion to prove that the Volterra series converges within a given region for a class of nonlinear systems with cubic stiffness nonlinearity.
In this paper, we shall establish the unilateral global bifurcation which bifurcates from the trivial solutions axis or from infinity of a class of nonlinear Sturm Liouville problems with nondifferentiable nonlinearity, respectively.
Our results establish design procedures of state feedback and observer-based PI controllers for a class of nonlinear systems with globally Lipschitz nonlinearities.
Through the closed-loop simulation tests, the nonlinear inversion design for the nonlinearity cancellation of a class of nonlinear systems is validated.
In this study, we consider a class of nonlinear aeroelastic stability problems, where geometric nonlinearities arising from large deflections and rotations in the structure interact with aerodynamic nonlinearities caused by moving shocks.
This paper describes the design of a nonlinear observer for a class of nonlinear descriptor systems with one-sided Lipschitz nonlinearities.
