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Bases for Cones and Reflexivity
It is proved that a Banach space E is non-reflexive if and only if E has a closed cone with an unbounded, closed, dentable base. If E is a Banach lattice, the same characterization holds with the extra assumption that the cone is contained in E ...
Polyrakis, Ioannis A
core
© Hindawi Publishing Corp. ON THE SUBLINEAR OPERATORS FACTORING THROUGH Lq
Let 0 <p ≤ q ≤+∞.LetTbe a bounded sublinear operator from a Banach space X into an Lp(Ω,µ) and let ∇T be the set of all linear operators ≤ T. In the present paper, we will show the following. Let C be a positive constant. For all u in ∇T, Cpq(u) ≤ C (
Abdelmoumene Tiaiba, Lahcène Mezrag
core
A generalization of M-weakly compact operators
Kazem Haghnejad Azar +2 more
core +1 more source
Some problems on narrow operators on function spaces
Popov Mikhail +2 more
doaj +1 more source
On order structure and operators in L ∞(μ)
Krasikova Irina +4 more
doaj +1 more source
A common-AB diploid of Schizophyllum commune. [PDF]
Mills DI, Ellingboe AH.
europepmc +1 more source
A description of Banach space-valued Orlicz hearts
Labuschagne Coenraad, Offwood Theresa
doaj +1 more source
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Weak Compactness of Almost L-Weakly and Almost M-Weakly Compact Operators
Quaestiones Mathematicae, 2021Aziz Elbour
exaly
Banach Lattices With Property $(H)$ and Weak Hilbert Spaces
Illinois Journal of Mathematics, 1992N Tomczak-Jaegermann, N J Nielsen
exaly

