Spectrality Criteria for Unbounded Operators with Real Spectrum.
Spectre conjoint d'opérateurs pseudo-différentiels qui commutent.
Square functions, bounded analytic semigroups, and applications
To any bounded analytic semigroup on Hilbert space or on -space, one may associate natural ’square functions’. In this survey paper, we review old and recent results on these square functions, as well as some extensions to various classes of Banach spaces, including noncommutative -spaces, Banach lattices, and their subspaces. We give some applications to functional calculus, similarity problems, multiplier theory, and control theory.
Stabilität starkstetiger, positiver Operatorhalbgruppen auf C*-Algebren.
Stability and ergodicity of dominated semigroups I. The uniform case.
Stability and ergodicity of dominated semigroups. II. The strong case.
Stability and exactness
Stability and spectra of C0-semigroups.
Stability for non-autonomous linear evolution equations with -maximal regularity
We study stability and integrability of linear non-autonomous evolutionary Cauchy-problem where is a bounded and strongly measurable function and , are Banach spaces such that . Our main concern is to characterize -maximal regularity and to give an explicit approximation of the problem (P).
Stability of coupled systems.
Stability of operator semigroups: ideas and results
Stability of strongly continuous representations of abelian semigroups.
Stability on coupling SIR epidemic models with vaccination.
Stabilizability and controllability of systems associated to linear skew-product semiflows.
This paper is concerned with systems with control whose state evolution is described by linear skew-product semiflows. The connection between uniform exponential stability of a linear skew-product semiflow and the stabilizability of the associated system is presented. The relationship between the concepts of exact controllability and complete stabilizability of general control systems is studied. Some results due to Clark, Latushkin, Montgomery-Smith, Randolph, Megan, Zabczyk and Przyluski are generalized....
Stabilizability in asymptotically finite-dimensional semigroups.
Stabilization of wave systems with input delay in the boundary control
In the present paper, we consider a wave system that is fixed at one end and a boundary control input possessing a partial time delay of weight is applied over the other end. Using a simple boundary velocity feedback law, we show that the closed loop system generates a C0 group of linear operators. After a spectral analysis, we show that the closed loop system is a Riesz one, that is, there is a sequence of eigenvectors and generalized eigenvectors that forms a Riesz basis for the state Hilbert...
Stark stetige Halbgruppen und Gruppen als Lösungen von Cauchy-Problemen in der Mathematischen Physik.
State trajectories analysis for a class of tubular reactor nonlinear nonautonomous models.
Stepanov-like almost automorphic solutions for nonautonomous evolution equations.
Stieltjes vectors and cosine functions generators