DOIAbstract
AbstractThe asymptotic behavior of weak solutions of the equation {u(t) + Au(t) ϵ ƒ(t) (A maximal monotone in Hilbert space) is determined via a characterization of ω-limit sets of the contraction semigroup generated by −A
AbstractThe asymptotic behavior of weak solutions of the equation {u(t) + Au(t) ϵ ƒ(t) (A maximal monotone in Hilbert space) is determined via a characterization of ω-limit sets of the contraction semigroup generated by −A
Using the properties of almost nonexpansive curves introduced by B. Djafari Rouhani, we study the as...
We investigate rates of decay for -semigroups on Hilbert spaces under assumptions on the resolvent g...
Let K be a nonempty subset (not necessarily closed and convex) of a Hilbert space and let Γ={T(t)...
AbstractThe asymptotic behavior of weak solutions of the equation {u(t) + Au(t) ϵ ƒ(t) (A maximal mo...
AbstractLet S be a contraction semigroup on a closed convex subset C of a Hilbert space. If the gene...
Let H be a real Hilbert space and A ß D(A) C H-- • H a maximal monotone operator. For any Uo E D(A) ...
AbstractLet S be a contraction semigroup on a closed convex subset C of a Hilbert space. If the gene...
Let T be a semigroup of linear contractions on a Banach space X, and let $X_{s}(T) = {x ∈ X : lim_{s...
Let T be a semigroup of linear contractions on a Banach space X, and let Xs(T) = {x ∈ X : lims→∞ ∥T(...
Let T be a semigroup of linear contractions on a Banach space X, and let Xs(T) = {x ∈ X : lims→∞ ∥T(...
This book presents a systematic exposition of the general theory of nonlinear contraction semigroups...
AbstractLet U(t) and S(t) be strongly continuous contraction semigroups on a Banach space L with inf...
ABSTRACT. In this note we present some results concerning the asymptotic behavior of the solutions o...
We establish a Banach space version of a theorem of Suzuki [8]. More precisely we prove that if X is...
We investigate rates of decay for -semigroups on Hilbert spaces under assumptions on the resolvent g...
Using the properties of almost nonexpansive curves introduced by B. Djafari Rouhani, we study the as...
We investigate rates of decay for -semigroups on Hilbert spaces under assumptions on the resolvent g...
Let K be a nonempty subset (not necessarily closed and convex) of a Hilbert space and let Γ={T(t)...
AbstractThe asymptotic behavior of weak solutions of the equation {u(t) + Au(t) ϵ ƒ(t) (A maximal mo...
AbstractLet S be a contraction semigroup on a closed convex subset C of a Hilbert space. If the gene...
Let H be a real Hilbert space and A ß D(A) C H-- • H a maximal monotone operator. For any Uo E D(A) ...
AbstractLet S be a contraction semigroup on a closed convex subset C of a Hilbert space. If the gene...
Let T be a semigroup of linear contractions on a Banach space X, and let $X_{s}(T) = {x ∈ X : lim_{s...
Let T be a semigroup of linear contractions on a Banach space X, and let Xs(T) = {x ∈ X : lims→∞ ∥T(...
Let T be a semigroup of linear contractions on a Banach space X, and let Xs(T) = {x ∈ X : lims→∞ ∥T(...
This book presents a systematic exposition of the general theory of nonlinear contraction semigroups...
AbstractLet U(t) and S(t) be strongly continuous contraction semigroups on a Banach space L with inf...
ABSTRACT. In this note we present some results concerning the asymptotic behavior of the solutions o...
We establish a Banach space version of a theorem of Suzuki [8]. More precisely we prove that if X is...
We investigate rates of decay for -semigroups on Hilbert spaces under assumptions on the resolvent g...
Using the properties of almost nonexpansive curves introduced by B. Djafari Rouhani, we study the as...
We investigate rates of decay for -semigroups on Hilbert spaces under assumptions on the resolvent g...
Let K be a nonempty subset (not necessarily closed and convex) of a Hilbert space and let Γ={T(t)...
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