Asymptotics of polynomial solutions of a class of generalized Lamé differential equations.
Asymptotics of some classes of non-oscillatory solutions of second-order half-linear differential equations
Asymptotics of the number of zeros and of the eigenvalues of general weighted Sturm-Liouville problems.
Asymptotique de solutions oscillantes d'équations différentielles
Asymptotique semi-classique pour la densité spectrale locale d'opérateurs de Schrödinger (d'après D. Robert et H. Tamura)
Asymptotische Eigenschaften der Differentialgleichung
Asymptotische Eigenschaften der Lösungen des Systems
Asymptotische Eigenschaften einer perturbierten iterierten Differentialgleichung
Asymptotische Eigenschaften von Lösungen der Differentialgleichung im nichtoszillatorischen Fall
Asymptotische Entwicklungen der Lösungen der Differentialgleichung im nichtoszillatorischen Fall
Asymptotische Formeln für die Lösungen der linearen Differentialgleichungen dritter Ordnung
Asymptotische Formeln für die Lösungnen der Differentialgleichung
Asypmtotic formulas of eigenvalues and eigenfucntions on non-autonomous semilinear Sturm-Liouville problems.
At the Origins of Functional Analysis: G. Peano and M. Gramegna on Ordinary Differential Equations
In the context of the theory of infinite matrices and linear operators, two articles by Peano and by Gramegna on systems of linear differential equations have interesting implications for the reconstruction of research on functional analysis between 1887 and 1910. With the aim of evaluating their historical value, linked to logic and vector calculus, this paper provides a detailed analysis of their treatment, demonstrating the modernity of the analytic tools used. In this paper we also reveal the...
Attractors for nonautonomous multivalued evolution systems generated by time-dependent subdifferentials.
Attractors for non-autonomous retarded lattice dynamical systems
In this paperwe study a non-autonomous lattice dynamical system with delay. Under rather general growth and dissipative conditions on the nonlinear term,we define a non-autonomous dynamical system and prove the existence of a pullback attractor for such system as well. Both multivalued and single-valued cases are considered.
Attractors of non-autonomous partial differential equations and their dimension
Attractors of systems under bounded perturbation
Aufspaltungen linearer gewöhnlicher Differentialoperatoren und der zugehörigen Greenschen Funktion.
Auszug aus einem Schreiben des Herrn L. Fuchs an C. W. Borchardt.