Publication date
November 1974
DOI Publisher
Elsevier BV ISSN
0022-1236 Citation count (estimate)
1Abstract
AbstractA Banach space is a dual space if and only if it is isometric to the space of uniform functions on a set with graded constraints
AbstractA Banach space is a dual space if and only if it is isometric to the space of uniform functions on a set with graded constraints
A norm ||⋅|| on a Banach space X is Fréchet differentiable at x ∈ X if there is a functional ∫∈ X* s...
A norm ||⋅|| on a Banach space X is Fréchet differentiable at x ∈ X if there is a functional ∫∈ X* s...
AbstractLet (Ω, ∑, μ) be a finite measure space and X a separable Banach space. We characterize the ...
AbstractA Banach space is a dual space if and only if it is isometric to the space of uniform functi...
AbstractBanach spaces X whose duals are isomorphic or isometric to l1(Γ) are characterized by certai...
For each 0 ≤ C and lt; + ∞and 0 and lt; p and lt; +∞ let EC,p be the space of entire functions f...
If the second dual of a Banach space E is smooth at each point of a certain norm dense subset, then ...
AbstractWe give a covering type characterization for the class of dual Banach spaces with an equival...
Godefroy and Ozawa have proved that there exists a compact space with a free space failing the appro...
The main results of the paper: \textbf{(1)} The dual Banach space $X^*$ contains a linear subspace $...
AbstractThe set of multipliers from one vector space to another vector space may be seen as a genera...
Godefroy and Ozawa have proved that there exists a compact space with a free space failing the appro...
Godefroy and Ozawa have proved that there exists a compact space with a free space failing the appro...
Godefroy and Ozawa have proved that there exists a compact space with a free space failing the appro...
Godefroy and Ozawa have proved that there exists a compact space with a free space failing the appro...
A norm ||⋅|| on a Banach space X is Fréchet differentiable at x ∈ X if there is a functional ∫∈ X* s...
A norm ||⋅|| on a Banach space X is Fréchet differentiable at x ∈ X if there is a functional ∫∈ X* s...
AbstractLet (Ω, ∑, μ) be a finite measure space and X a separable Banach space. We characterize the ...
AbstractA Banach space is a dual space if and only if it is isometric to the space of uniform functi...
AbstractBanach spaces X whose duals are isomorphic or isometric to l1(Γ) are characterized by certai...
For each 0 ≤ C and lt; + ∞and 0 and lt; p and lt; +∞ let EC,p be the space of entire functions f...
If the second dual of a Banach space E is smooth at each point of a certain norm dense subset, then ...
AbstractWe give a covering type characterization for the class of dual Banach spaces with an equival...
Godefroy and Ozawa have proved that there exists a compact space with a free space failing the appro...
The main results of the paper: \textbf{(1)} The dual Banach space $X^*$ contains a linear subspace $...
AbstractThe set of multipliers from one vector space to another vector space may be seen as a genera...
Godefroy and Ozawa have proved that there exists a compact space with a free space failing the appro...
Godefroy and Ozawa have proved that there exists a compact space with a free space failing the appro...
Godefroy and Ozawa have proved that there exists a compact space with a free space failing the appro...
Godefroy and Ozawa have proved that there exists a compact space with a free space failing the appro...
A norm ||⋅|| on a Banach space X is Fréchet differentiable at x ∈ X if there is a functional ∫∈ X* s...
A norm ||⋅|| on a Banach space X is Fréchet differentiable at x ∈ X if there is a functional ∫∈ X* s...
AbstractLet (Ω, ∑, μ) be a finite measure space and X a separable Banach space. We characterize the ...
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