Add to ORKGA generalization of the monodromy operator for non-periodic linear differential equations / B. Aulbach, Nguyen Van Minh and P. P. Zabrejko. - In: Differential equations and dynamical systems. 1. 1993. S. 211-22
This paper is presented in honor of Kendall Atkinson. ABSTRACT. The monodromy operator of a linear d...
Provides information on singularity theory and algebraic geometry; the theory of systems of linear d...
A sufficient condition for almost periodicity of solutions of nonautonomous nonlinear evolution equa...
A generalization of the monodromy operator for non-periodic linear differential equations / B. Aulba...
We examine nonlinear periodic problems for scalar and vector differential equations involving a maxi...
Lecture presented at Taniguchi Symposium, Katata, June 1995. Deals with new kind of differential equ...
Bounded and almost periodic solutions and evolution semigroups associated with nonautonomous functio...
The paper deals with the problem of investigation of eigenvalues of the monodromy operator for perio...
Bounded and almost periodic solutions and evolution semigroups associated with nonautonomous functio...
Bounded and almost periodic solutions and evolution semigroups associated with nonautonomous functio...
Semigroups and differential equations with almost periodic coefficients / Bernd Aulbach ; Nguyen Van...
We study conditions for the hyperbolicity of periodic solutions to nonlinear functional differential...
We study conditions for the hyperbolicity of periodic solutions to nonlinear functional differential...
Local stability of periodic solutions is established by means of a corresponding Floquet-theory for ...
In this work we look for conditions on the spectrum of the monodromy operator $P(t) $ determined fro...
This paper is presented in honor of Kendall Atkinson. ABSTRACT. The monodromy operator of a linear d...
Provides information on singularity theory and algebraic geometry; the theory of systems of linear d...
A sufficient condition for almost periodicity of solutions of nonautonomous nonlinear evolution equa...
A generalization of the monodromy operator for non-periodic linear differential equations / B. Aulba...
We examine nonlinear periodic problems for scalar and vector differential equations involving a maxi...
Lecture presented at Taniguchi Symposium, Katata, June 1995. Deals with new kind of differential equ...
Bounded and almost periodic solutions and evolution semigroups associated with nonautonomous functio...
The paper deals with the problem of investigation of eigenvalues of the monodromy operator for perio...
Bounded and almost periodic solutions and evolution semigroups associated with nonautonomous functio...
Bounded and almost periodic solutions and evolution semigroups associated with nonautonomous functio...
Semigroups and differential equations with almost periodic coefficients / Bernd Aulbach ; Nguyen Van...
We study conditions for the hyperbolicity of periodic solutions to nonlinear functional differential...
We study conditions for the hyperbolicity of periodic solutions to nonlinear functional differential...
Local stability of periodic solutions is established by means of a corresponding Floquet-theory for ...
In this work we look for conditions on the spectrum of the monodromy operator $P(t) $ determined fro...
This paper is presented in honor of Kendall Atkinson. ABSTRACT. The monodromy operator of a linear d...
Provides information on singularity theory and algebraic geometry; the theory of systems of linear d...
A sufficient condition for almost periodicity of solutions of nonautonomous nonlinear evolution equa...