AbstractBanach spaces X whose duals are isomorphic or isometric to l1(Γ) are characterized by certain classes of operators on X. It is proved that a separable, conjugate space isomorphic to a complemented subspace of an L1(S, Σ, μ) space is isomorphic to l1; a L1 space contained in a separable, conjugate space is isomorphic to a subspace of l1
summary:For the Azimi-Hagler spaces more geometric and topological properties are investigated. Any ...
AbstractA Banach space is a dual space if and only if it is isometric to the space of uniform functi...
ABSTRACT. In this paper we investigate vaxious degrees of self-duality in Banach spaces, concentrati...
AbstractBanach spaces X whose duals are isomorphic or isometric to l1(Γ) are characterized by certai...
AbstractWe give several characterizations of those Banach spaces X such that the dual X∗ contains a ...
AbstractWe give several characterizations of those Banach spaces X such that the dual X∗ contains a ...
AbstractLet (Ω, ∑, μ) be a finite measure space and X a separable Banach space. We characterize the ...
AbstractLet T be a bounded linear operator from a separable Banach space X to a Banach space Y. A ne...
AbstractIn this paper—which is a continuation of [10]—we exhibit some topological conditions on a Ba...
AbstractThe paper contains several results on the linear topological structure of the spaces C(K), K...
AbstractWe show the existence of a compact metric space K such that whenever K embeds isometrically ...
AbstractWe prove a number of results concerning isomorphisms between spaces of the type Lp(X), where...
AbstractA problem of H.P. Rosenthal asks whether every bounded linear operator T:C[0,1]→C[0,1] which...
In the paper [4] it is stated that (E) there exists a Banach space X whose bidual X∗ ∗ is isometric ...
summary:For the Azimi-Hagler spaces more geometric and topological properties are investigated. Any ...
summary:For the Azimi-Hagler spaces more geometric and topological properties are investigated. Any ...
AbstractA Banach space is a dual space if and only if it is isometric to the space of uniform functi...
ABSTRACT. In this paper we investigate vaxious degrees of self-duality in Banach spaces, concentrati...
AbstractBanach spaces X whose duals are isomorphic or isometric to l1(Γ) are characterized by certai...
AbstractWe give several characterizations of those Banach spaces X such that the dual X∗ contains a ...
AbstractWe give several characterizations of those Banach spaces X such that the dual X∗ contains a ...
AbstractLet (Ω, ∑, μ) be a finite measure space and X a separable Banach space. We characterize the ...
AbstractLet T be a bounded linear operator from a separable Banach space X to a Banach space Y. A ne...
AbstractIn this paper—which is a continuation of [10]—we exhibit some topological conditions on a Ba...
AbstractThe paper contains several results on the linear topological structure of the spaces C(K), K...
AbstractWe show the existence of a compact metric space K such that whenever K embeds isometrically ...
AbstractWe prove a number of results concerning isomorphisms between spaces of the type Lp(X), where...
AbstractA problem of H.P. Rosenthal asks whether every bounded linear operator T:C[0,1]→C[0,1] which...
In the paper [4] it is stated that (E) there exists a Banach space X whose bidual X∗ ∗ is isometric ...
summary:For the Azimi-Hagler spaces more geometric and topological properties are investigated. Any ...
summary:For the Azimi-Hagler spaces more geometric and topological properties are investigated. Any ...
AbstractA Banach space is a dual space if and only if it is isometric to the space of uniform functi...
ABSTRACT. In this paper we investigate vaxious degrees of self-duality in Banach spaces, concentrati...
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