AbstractThe existence of solutions for a class of linear functional differential equations defined on a general Banach space is established; the solutions are shown to generate a semigroup of class C0; a representation of the solutions in terms of a particular family of linear transformations is developed
We study linear neutral PDEs of the form (∂/∂t)Fut = BFut+Φut, t ≥ 0; u0(t)= ϕ(t), t ≤ 0, where the ...
By using the theory of semigroups of growth a, we discuss the existence of mild solutions for a clas...
Abstract. We present the explicit formulas for the projectors on the generalized eigenspaces associa...
AbstractThe existence of solutions for a class of linear functional differential equations defined o...
AbstractConsider the abstract linear functional equation (FE) (Dx)(t) = f(t) (t ⩾ 0), x(t) = ϑ(t) (t...
AbstractThe autonomous nonlinear functional differential equation x(t) = F(xt), t ⩾ 0, x0 = φ is stu...
AbstractIn this work, we study a class of abstract semilinear functional differential equations of a...
AbstractA class of nonlinear nonautonomous neutral functional differential equations is studied by a...
AbstractThe purpose of this paper is to provide an extension of the linear theory of functional diff...
AbstractIn this article we establish a result of existence of periodic solutions for the class of qu...
AbstractThis work is concerned with a class of quasi-linear partial neutral functional differential ...
AbstractIn this paper we prove, under suitable hypotheses, eventually norm continuity and compactnes...
AbstractWe consider a system of linear partial neutral functional differential equations with nonden...
AbstractIn this paper we study a non-autonomous neutral functional differential equation in a Banach...
AbstractSufficient conditions for controllability of semilinear second-order neutral functional diff...
We study linear neutral PDEs of the form (∂/∂t)Fut = BFut+Φut, t ≥ 0; u0(t)= ϕ(t), t ≤ 0, where the ...
By using the theory of semigroups of growth a, we discuss the existence of mild solutions for a clas...
Abstract. We present the explicit formulas for the projectors on the generalized eigenspaces associa...
AbstractThe existence of solutions for a class of linear functional differential equations defined o...
AbstractConsider the abstract linear functional equation (FE) (Dx)(t) = f(t) (t ⩾ 0), x(t) = ϑ(t) (t...
AbstractThe autonomous nonlinear functional differential equation x(t) = F(xt), t ⩾ 0, x0 = φ is stu...
AbstractIn this work, we study a class of abstract semilinear functional differential equations of a...
AbstractA class of nonlinear nonautonomous neutral functional differential equations is studied by a...
AbstractThe purpose of this paper is to provide an extension of the linear theory of functional diff...
AbstractIn this article we establish a result of existence of periodic solutions for the class of qu...
AbstractThis work is concerned with a class of quasi-linear partial neutral functional differential ...
AbstractIn this paper we prove, under suitable hypotheses, eventually norm continuity and compactnes...
AbstractWe consider a system of linear partial neutral functional differential equations with nonden...
AbstractIn this paper we study a non-autonomous neutral functional differential equation in a Banach...
AbstractSufficient conditions for controllability of semilinear second-order neutral functional diff...
We study linear neutral PDEs of the form (∂/∂t)Fut = BFut+Φut, t ≥ 0; u0(t)= ϕ(t), t ≤ 0, where the ...
By using the theory of semigroups of growth a, we discuss the existence of mild solutions for a clas...
Abstract. We present the explicit formulas for the projectors on the generalized eigenspaces associa...
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