This paper addresses the design of robust H2 filters for a class of nonlinear systems subject to uncertain parameters belonging to a given polytope.
This paper provides finite-dimensional convex conditions to construct homogeneous polynomially parameter-dependent Lur'e functions which ensure the stability of nonlinear systems with state-dependent nonlinearities lying in general sectors and which are affected by uncertain parameters belonging to the unit simplex.
We consider output feedback stabilization of uniformly observable uncertain nonlinear systems when the uncertain parameters belong to a known but comparably large compact set.
To describe the uncertainties of various parameters, the proposed method employs the convex model in which the indeterminacy about the uncertain variables is expressed in terms of some sets to which these uncertain variables belong.
The show's Crucifixion scene and the five saints — John, Augustine, Monica, Apollonia, and, perhaps, Leonard (his identity is uncertain) — all belonged to an otherwise lost, grand altarpiece in Borgo San Sepolcro.
In the lower-level problem, the demand between each origin-destination pair is uncertain and belongs to a bounded interval and an ellipsoid.
This paper presents a systematic technique for Integral Sliding Mode Control design applied to linear time-invariant systems, subject to disturbances, whose uncertain parameters belong to closed intervals.
In this paper, we assume that the trip generations of every origin and trip attractions of every destination are deterministic, but the demands between every origin and destination are uncertain and belong to a bounded interval.
In this regard, it is intriguing to consider that a domestic individual with uncertain origin (possibly belonging to the Holstein breed) but with a P sequence was recently reported from a laboratory in Korea [ 23].
It focuses on robust stabilization of uncertain plants, which belong to linear or multilinear uncertain systems.
