Add to ORKGSeveral new characterizations of Banach spaces containing a subspace isomorphic to 1, are obtained. These are applied to the question of when 1 embeds in the injective tensor product of two Banach spaces
Embedding theory is one of the most important topics in the geometry of Banach spaces and factorizat...
Abstract. We say that a Banach space Y embeds into a Banach space X smoothly if there is a linear is...
AbstractIn this paper we lay the foundations for a systematic study of tensor products of subspaces ...
AbstractBanach spaces X whose duals are isomorphic or isometric to l1(Γ) are characterized by certai...
This note is an announcement of results contained in the papers [4], [5], [6] concerning isomorphic ...
This note is an announcement of results contained in the papers [4], [5], [6] concerning isomorphic ...
Abstract. We use well known properties of the tensor product of `p-spaces to study the local structu...
In this paper we introduce and develop the notion of minimal subspaces in the framework of algebraic...
We exhibit classes of Banach spaces X which are M-embedded i.e., when X is canonically embedded in X...
We exhibit classes of Banach spaces X which are M-embedded i.e., when X is canonically embedded in X...
We exhibit classes of Banach spaces X which are M-embedded i.e., when X is canonically embedded in X...
In the paper [4] it is stated that (E) there exists a Banach space X whose bidual X∗ ∗ is isometric ...
Embedding theory is one of the most important topics in the geometry of Banach spaces and factorizat...
Click on the link to view the abstract.Keywords: Banach lattice, positive tensor product, embedding ...
We exhibit classes of Banach spaces X which are M-embedded i.e., when X is canonically embedded in X...
Embedding theory is one of the most important topics in the geometry of Banach spaces and factorizat...
Abstract. We say that a Banach space Y embeds into a Banach space X smoothly if there is a linear is...
AbstractIn this paper we lay the foundations for a systematic study of tensor products of subspaces ...
AbstractBanach spaces X whose duals are isomorphic or isometric to l1(Γ) are characterized by certai...
This note is an announcement of results contained in the papers [4], [5], [6] concerning isomorphic ...
This note is an announcement of results contained in the papers [4], [5], [6] concerning isomorphic ...
Abstract. We use well known properties of the tensor product of `p-spaces to study the local structu...
In this paper we introduce and develop the notion of minimal subspaces in the framework of algebraic...
We exhibit classes of Banach spaces X which are M-embedded i.e., when X is canonically embedded in X...
We exhibit classes of Banach spaces X which are M-embedded i.e., when X is canonically embedded in X...
We exhibit classes of Banach spaces X which are M-embedded i.e., when X is canonically embedded in X...
In the paper [4] it is stated that (E) there exists a Banach space X whose bidual X∗ ∗ is isometric ...
Embedding theory is one of the most important topics in the geometry of Banach spaces and factorizat...
Click on the link to view the abstract.Keywords: Banach lattice, positive tensor product, embedding ...
We exhibit classes of Banach spaces X which are M-embedded i.e., when X is canonically embedded in X...
Embedding theory is one of the most important topics in the geometry of Banach spaces and factorizat...
Abstract. We say that a Banach space Y embeds into a Banach space X smoothly if there is a linear is...
AbstractIn this paper we lay the foundations for a systematic study of tensor products of subspaces ...