Add to ORKGSemigroups and exponential stability of non-autonomous linear differential equations on the half line / B. Aulbach ; Nguyen van Minh. - In: Dynamical systems and applications / ed. R. P. Agarwal. - Singapore u.a. : World Scientific, 1995. - S. 45-61. - (World Scientific series in applicable analysis ; 4
These are notes related to a 4-lecture minicourse given during June 10-11, 2012, at a workshop just ...
Stability conditions for functional differential equations of the form: du (t)/dt = Au(t) + bAu(t-h)...
AbstractEvery semigroup T on a Banach space X can be used to define elements u∈X of exponential type...
Semigroups and exponential stability of non-autonomous linear differential equations on the half lin...
Nonlinear semigroups and the existence and stability of solutions of semilinear nonautonomous evolut...
Semigroups and differential equations with almost periodic coefficients / Bernd Aulbach ; Nguyen Van...
The exponential and asymptotic stability are studied for certain coupled systems involving unbounded...
Most dynamical systems arise from differential equations that can be represented as an abstract evol...
Bounded and almost periodic solutions and evolution semigroups associated with nonautonomous functio...
This research monograph deals with nonlinear evolution operators and semigroups generated by dissipa...
Abstract. The exponential and asymptotic stability are studied for certain coupled systems involving...
summary:We consider the equation ${\rm d}y(t)/{\rm d}t=(A+B(t))y(t)$ $(t\ge 0)$, where $A$ is the ge...
This paper is concerned with the existence and stability of solutions of a class of semilinear nonau...
AbstractWe investigate strongly continuous semigroups {T(t)}t≥0 on Banach space X by means of discre...
I Wellposedness of linear evolution partial differential equa-tions 5 1 Semigroups of linear operato...
These are notes related to a 4-lecture minicourse given during June 10-11, 2012, at a workshop just ...
Stability conditions for functional differential equations of the form: du (t)/dt = Au(t) + bAu(t-h)...
AbstractEvery semigroup T on a Banach space X can be used to define elements u∈X of exponential type...
Semigroups and exponential stability of non-autonomous linear differential equations on the half lin...
Nonlinear semigroups and the existence and stability of solutions of semilinear nonautonomous evolut...
Semigroups and differential equations with almost periodic coefficients / Bernd Aulbach ; Nguyen Van...
The exponential and asymptotic stability are studied for certain coupled systems involving unbounded...
Most dynamical systems arise from differential equations that can be represented as an abstract evol...
Bounded and almost periodic solutions and evolution semigroups associated with nonautonomous functio...
This research monograph deals with nonlinear evolution operators and semigroups generated by dissipa...
Abstract. The exponential and asymptotic stability are studied for certain coupled systems involving...
summary:We consider the equation ${\rm d}y(t)/{\rm d}t=(A+B(t))y(t)$ $(t\ge 0)$, where $A$ is the ge...
This paper is concerned with the existence and stability of solutions of a class of semilinear nonau...
AbstractWe investigate strongly continuous semigroups {T(t)}t≥0 on Banach space X by means of discre...
I Wellposedness of linear evolution partial differential equa-tions 5 1 Semigroups of linear operato...
These are notes related to a 4-lecture minicourse given during June 10-11, 2012, at a workshop just ...
Stability conditions for functional differential equations of the form: du (t)/dt = Au(t) + bAu(t-h)...
AbstractEvery semigroup T on a Banach space X can be used to define elements u∈X of exponential type...