AbstractThe surjectivity of operators from a Banach space into its topological conjugate space is important to the study of solutions of integral equations. In this paper, we derive some conditions under which operators will be surjective. In Hilbert space case, weaker conditions are also derived. An application to the coincidence theorem is considered
AbstractGiven an injective bounded linear operator T:X→Y between Banach spaces, we study the Borel m...
AbstractProduct integration is defined for a very general class of bounded-operator-valued functions...
AbstractWe show that there is no surjective compact operator on a normed linear infinite-dimensional...
AbstractThe surjectivity of operators from a Banach space into its topological conjugate space is im...
Let f : E -> F be a surjective mapping between two real or complex Banach spaces, with f having some...
In his paper [1], Bates investigates the existence of nonlinear, but highly smooth, surjective opera...
Abstract. A bounded linear operator is said to be nice if its adjoint preserves extreme points of th...
A bounded linear operator is said to be nice if its adjoint preserves extreme points of the dual uni...
AbstractLet (Ω,Σ,μ) denote a σ-finite measure space, and Lp(Ω,Σ,μ) (1⩽p<∞) the usual Banach lattices...
summary:Surjectivity results of Fredholm alternative type are obtained for nonlinear operator equati...
ABSTRACT. Let X and Y be Banach spaces and let F and be Gateaux differentiable mappings from X to Y ...
summary:Surjectivity results of Fredholm alternative type are obtained for nonlinear operator equati...
ABSTRACT. Let X and Y be Banach spaces and let F and be Gateaux differentiable mappings from X to Y ...
AbstractIn this article it is shown that some of the hypotheses of a fixed point theorem of the pres...
AbstractWe investigate the stability of surjective functions in Banach spaces. As a corollary to the...
AbstractGiven an injective bounded linear operator T:X→Y between Banach spaces, we study the Borel m...
AbstractProduct integration is defined for a very general class of bounded-operator-valued functions...
AbstractWe show that there is no surjective compact operator on a normed linear infinite-dimensional...
AbstractThe surjectivity of operators from a Banach space into its topological conjugate space is im...
Let f : E -> F be a surjective mapping between two real or complex Banach spaces, with f having some...
In his paper [1], Bates investigates the existence of nonlinear, but highly smooth, surjective opera...
Abstract. A bounded linear operator is said to be nice if its adjoint preserves extreme points of th...
A bounded linear operator is said to be nice if its adjoint preserves extreme points of the dual uni...
AbstractLet (Ω,Σ,μ) denote a σ-finite measure space, and Lp(Ω,Σ,μ) (1⩽p<∞) the usual Banach lattices...
summary:Surjectivity results of Fredholm alternative type are obtained for nonlinear operator equati...
ABSTRACT. Let X and Y be Banach spaces and let F and be Gateaux differentiable mappings from X to Y ...
summary:Surjectivity results of Fredholm alternative type are obtained for nonlinear operator equati...
ABSTRACT. Let X and Y be Banach spaces and let F and be Gateaux differentiable mappings from X to Y ...
AbstractIn this article it is shown that some of the hypotheses of a fixed point theorem of the pres...
AbstractWe investigate the stability of surjective functions in Banach spaces. As a corollary to the...
AbstractGiven an injective bounded linear operator T:X→Y between Banach spaces, we study the Borel m...
AbstractProduct integration is defined for a very general class of bounded-operator-valued functions...
AbstractWe show that there is no surjective compact operator on a normed linear infinite-dimensional...
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