We give conditions for the linear span of the positive L-weakly compact (resp. M-weakly compact) operators to be a Banach lattice under the regular norm, for that Banach lattice to have an order continuous norm, to be an AL-space or an AM-space.Scientific and Technological Research Council of Turkey (TUBITAK)Turkiye Bilimsel ve Teknolojik Arastirma Kurumu (TUBITAK) [2219]; Research Foundation of Namik Kemal UniversityNamik Kemal University [NKUBAP.00.10.AR.15.04]The first author was supported by The Scientific and Technological Research Council of Turkey (TUBITAK) within the context of 2219-Post Doctoral Fellowship Program and by the Research Foundation of Namik Kemal University (Project No. NKUBAP.00.10.AR.15.04.)
The present study provides the necessary and sufficient conditions for the matrix characterizations ...
summary:We establish necessary and sufficient conditions under which weak Banach-Saks operators are ...
summary:We characterize Banach lattices on which every weak Banach-Saks operator is b-weakly compact
We establish the domination property and some lattice approximation properties for almost L-weakly a...
We establish the domination property and some lattice approximation properties for almost L-weakly a...
summary:We characterize Banach lattices under which each b-weakly compact (resp. b-AM-compact, stron...
summary:We characterize Banach lattices under which each b-weakly compact (resp. b-AM-compact, stron...
summary:We establish some properties of the class of order weakly compact operators on Banach lattic...
We present some compactness properties of L-weakly and M-weakly compact operators on a Banach lattic...
We investigate relationships joining the order continuity of a norm in a Banach lattice and some com...
summary:We characterize Banach lattices on which each regular order weakly compact (resp. b-weakly c...
AbstractIn the present paper it is shown that every L-weakly compact operator from an AL-space into ...
AbstractWe characterize Banach lattices for which each positive Dunford–Pettis operator is M-weakly ...
summary:We establish necessary and sufficient conditions under which each operator between Banach la...
summary:We establish necessary and sufficient conditions under which each operator between Banach la...
The present study provides the necessary and sufficient conditions for the matrix characterizations ...
summary:We establish necessary and sufficient conditions under which weak Banach-Saks operators are ...
summary:We characterize Banach lattices on which every weak Banach-Saks operator is b-weakly compact
We establish the domination property and some lattice approximation properties for almost L-weakly a...
We establish the domination property and some lattice approximation properties for almost L-weakly a...
summary:We characterize Banach lattices under which each b-weakly compact (resp. b-AM-compact, stron...
summary:We characterize Banach lattices under which each b-weakly compact (resp. b-AM-compact, stron...
summary:We establish some properties of the class of order weakly compact operators on Banach lattic...
We present some compactness properties of L-weakly and M-weakly compact operators on a Banach lattic...
We investigate relationships joining the order continuity of a norm in a Banach lattice and some com...
summary:We characterize Banach lattices on which each regular order weakly compact (resp. b-weakly c...
AbstractIn the present paper it is shown that every L-weakly compact operator from an AL-space into ...
AbstractWe characterize Banach lattices for which each positive Dunford–Pettis operator is M-weakly ...
summary:We establish necessary and sufficient conditions under which each operator between Banach la...
summary:We establish necessary and sufficient conditions under which each operator between Banach la...
The present study provides the necessary and sufficient conditions for the matrix characterizations ...
summary:We establish necessary and sufficient conditions under which weak Banach-Saks operators are ...
summary:We characterize Banach lattices on which every weak Banach-Saks operator is b-weakly compact