Vektor lattices of weakly compakt operators on the banach lattices
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Abstract (EN)
In this thesis theorems which characterizes that modulus of weakly compact operators, defined from E to F where E and F are Banach lattices, exist and they are also wekly compact operators are investigated. In addition to that propositions which characterizes that space of weakly compact operators which are defined from E to F, when E is an infinite dimensional AL space, is vector lattice are studied.
Author
Safire Elif Genç
How to Cite
Safire Elif Genç (Master Thesis). Vektor lattices of weakly compakt operators on the banach lattices, 2010, Gazi University.
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