Semi-linear diffusive representations for non-linear fractional differential systems

The real modes CMS procedure, in combination with a shooting/continuation scheme, was used to study the unbalance response and stability of a 24 DOF rotor supported on journal

The proposed approach is based on the characterization of the class of initial state vectors and control input signals that make the outputs of different continuous

It is shown in this paper that the uniform complete observability is sufficient to ensure the stability of the Kalman filter applied to time varying output error systems, regardless

These rational approximants are determined by using the center manifold approach of order 5 (one knows that the associated limit cycle diverge). So, in this case, the

To illustrate this general result, we consider a compartment model of hematopoiesis that can be expressed as a scalar differential equation with an arbitrarily complex

In this paper, sufficient conditions for the robust stabilization of linear and non-linear fractional- order systems with non-linear uncertainty parameters with fractional

One can claim that, the most complete result so far on, for instance, stability of piecewise linear systems has turned out to be on the very special case of two-state

In this paper, we have proposed a new approach to prove Lyapunov stability of a non-linear discrete- time system in a given neighbourhood [x 0 ], regardless of the