AbstractA transfer principle from inequalities with inner products to inequalities containing positive semidefinite symmetric bilinear operators with values in a vector lattices is proved. Some applications are also given
We first prove that the well known transfer principle of A. P. Calder\'on can be extended to the vec...
AbstractThe vector space Lb(E, F) of all order bounded linear operators from the complex vector latt...
This paper deals with bilinear operators acting in pairs of Banach function spaces that factor throu...
AbstractA transfer principle from inequalities with inner products to inequalities containing positi...
summary:It is proved by an order theoretical and purely algebraic method that any order bounded orth...
summary:It is proved by an order theoretical and purely algebraic method that any order bounded orth...
AbstractThis paper is the first systematic study of homogeneous polynomials on Banach lattices. A va...
We characterize the Archimedean vector lattices that admit a positively homogeneous continuous funct...
AbstractWe establish an inequality for symmetric bilinear forms involving both the norm and the inne...
We characterize the Archimedean vector lattices that admit a positively homogeneous continuous funct...
AbstractWe establish an inequality for symmetric bilinear forms involving both the norm and the inne...
summary:Let $A$ and $B$ be two Archimedean vector lattices and let $( A^{\prime }) _n'$ and $( B') _...
summary:In the paper we prove that every orthosymmetric lattice bilinear map on the cartesian produc...
summary:In the paper we prove that every orthosymmetric lattice bilinear map on the cartesian produc...
summary:Let $A$ and $B$ be two Archimedean vector lattices and let $( A^{\prime }) _n'$ and $( B') _...
We first prove that the well known transfer principle of A. P. Calder\'on can be extended to the vec...
AbstractThe vector space Lb(E, F) of all order bounded linear operators from the complex vector latt...
This paper deals with bilinear operators acting in pairs of Banach function spaces that factor throu...
AbstractA transfer principle from inequalities with inner products to inequalities containing positi...
summary:It is proved by an order theoretical and purely algebraic method that any order bounded orth...
summary:It is proved by an order theoretical and purely algebraic method that any order bounded orth...
AbstractThis paper is the first systematic study of homogeneous polynomials on Banach lattices. A va...
We characterize the Archimedean vector lattices that admit a positively homogeneous continuous funct...
AbstractWe establish an inequality for symmetric bilinear forms involving both the norm and the inne...
We characterize the Archimedean vector lattices that admit a positively homogeneous continuous funct...
AbstractWe establish an inequality for symmetric bilinear forms involving both the norm and the inne...
summary:Let $A$ and $B$ be two Archimedean vector lattices and let $( A^{\prime }) _n'$ and $( B') _...
summary:In the paper we prove that every orthosymmetric lattice bilinear map on the cartesian produc...
summary:In the paper we prove that every orthosymmetric lattice bilinear map on the cartesian produc...
summary:Let $A$ and $B$ be two Archimedean vector lattices and let $( A^{\prime }) _n'$ and $( B') _...
We first prove that the well known transfer principle of A. P. Calder\'on can be extended to the vec...
AbstractThe vector space Lb(E, F) of all order bounded linear operators from the complex vector latt...
This paper deals with bilinear operators acting in pairs of Banach function spaces that factor throu...
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