Furthermore, in our approach, the case in which [pi]/2 < [theta] < [pi] or [[alpha].sub.n] - [alpha] < 1 can occur, Theorem 18 is applicable in the qualitative analysis of fractional relaxation multiterm differential inclusions (but not in the analysis of generalized asymptotical
almost periodicity and generalized asymptotical
almost automorphy of solutions; see (53)).
derive a sufficient condition for the robust asymptotical
stabilization of uncertain descriptor fractional-order systems with the fractional-order a satisfying 1 [less than or equal to] [alpha] < 2 in terms of LMIs.
The Orbital Asymptotical
Stability of OOPS of System (7)
In (33), [V.sub.2]([z.sub.2]) is a CLF for [z.sub.2] subsystem and [u.sub.temp2] ([[bar.y].sup.(2).sub.r], [[bar.x].sub.2], [[bar.[??]].sup.(1)]) is an arbitrary asymptotical
Although we can prove the global asymptotical
stability of [E.sub.1], we would not want this to happen, because the global asymptotical
stability means the therapy does not have any effect.
Firstly, a sufficient condition for asymptotical
stability and H [?] disturbance attenuation performance of the system under consideration is developed by using the multiple Lyapunov functional method while the saturation behavior is described by the convex hull.
If the basic reproductive number greater than one, local asymptotical
the endemic equilibrium is stable.
As far as the processes usually are nonlinear, there are few analytical solutions and the asymptotical
and numerical methods should be elaborated.
behaviour of roots of infinite Coxeter groups.
Their derivations generally assume monotonicity, continuity and asymptotical
behavior of the item response function, plus general criteria or additional requirements like local stochastic independence, sufficiency of statistics, conditional inference or specific objectivity.
Furthermore, a sufficient condition for asymptotical
stability of WSNCS is derived based on Lyapunov method combined with linear matrix inequalities (LMI) approach.