AbstractLiapunov methods are used to give conditions ensuring that solutions of infinite delay equations are uniformly bounded and uniformly ultimately bounded with respect to unbounded (Cg) initial function spaces; and the connection to proving existence of periodic solutions is examined. Several examples illustrate the application of these results, especially to integrodifferential equations
AbstractIn this work, we give a variation of constants formula for partial functional differential e...
Several aspects of global dynamics and the existence of periodic solutions are studied for the scala...
AbstractThis paper is concerned with periodic solutions to one-parameter families of planar differen...
AbstractLiapunov methods are used to give conditions ensuring that solutions of infinite delay equat...
AbstractWe consider a system of functional differential equations with infinite delay and derive con...
AbstractFor A(t) and f(t,x,y) T-periodic in t, we consider the differential equation with infinite d...
AbstractFor A(t) and f(t,x,y) T-periodic in t, we consider the following evolution equation with inf...
AbstractThis paper deals with the existence of periodic solutions for some partial functional differ...
AbstractLiapunov methods are used to give conditions ensuring that the zero solution of a system of ...
AbstractWe give conditions for the existence, uniqueness, and certain stability properties of almost...
Não disponívelThe principal objective of this work. is to give conditions such that one can guarante...
AbstractExistence criteria are proved for the periodic solutions of a first order nonlinear differen...
Não disponívelIn this work we consider three parts. In the first one we develop certain basic facts ...
We study existence and local uniqueness of periodic solutions of nonlinear functional differential e...
The existence of bounded solutions and periodic solutions is studied for a system of infinite delay ...
AbstractIn this work, we give a variation of constants formula for partial functional differential e...
Several aspects of global dynamics and the existence of periodic solutions are studied for the scala...
AbstractThis paper is concerned with periodic solutions to one-parameter families of planar differen...
AbstractLiapunov methods are used to give conditions ensuring that solutions of infinite delay equat...
AbstractWe consider a system of functional differential equations with infinite delay and derive con...
AbstractFor A(t) and f(t,x,y) T-periodic in t, we consider the differential equation with infinite d...
AbstractFor A(t) and f(t,x,y) T-periodic in t, we consider the following evolution equation with inf...
AbstractThis paper deals with the existence of periodic solutions for some partial functional differ...
AbstractLiapunov methods are used to give conditions ensuring that the zero solution of a system of ...
AbstractWe give conditions for the existence, uniqueness, and certain stability properties of almost...
Não disponívelThe principal objective of this work. is to give conditions such that one can guarante...
AbstractExistence criteria are proved for the periodic solutions of a first order nonlinear differen...
Não disponívelIn this work we consider three parts. In the first one we develop certain basic facts ...
We study existence and local uniqueness of periodic solutions of nonlinear functional differential e...
The existence of bounded solutions and periodic solutions is studied for a system of infinite delay ...
AbstractIn this work, we give a variation of constants formula for partial functional differential e...
Several aspects of global dynamics and the existence of periodic solutions are studied for the scala...
AbstractThis paper is concerned with periodic solutions to one-parameter families of planar differen...
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