Sur une propriété des suites asymptotiquement inconditionnelles
Surjective isometries on spaces of differentiable vector-valued functions
This paper gives a characterization of surjective isometries on spaces of continuously differentiable functions with values in a finite-dimensional real Hilbert space.
Surjectivity and fixed point theorems (Preliminary communication)
Symmetric bases in Minkowski spaces
Symmetric function spaces on atomless probability spaces [Book]
Symmetric structures in some Banach lattices
Système de Haar
Système de Haar (suite et fin)
Tangent cones, starshape and convexity.
Tangent segments in Minkowski planes.
Tauberian operators on spaces
We characterize tauberian operators in terms of the images of disjoint sequences and in terms of the image of the dyadic tree in . As applications, we show that the class of tauberian operators is stable under small norm perturbations and that its perturbation class coincides with the class of all weakly precompact operators. Moreover, we prove that the second conjugate of a tauberian operator is also tauberian, and the induced operator is an isomorphism into. Also, we show that embeds...
Tauberian operators on spaces of integrable functions.
Techniques probabilistes pour l'étude de problèmes d'isomorphismes entre espaces de Banach
Tensor product in symmetric function spaces.
A concept of the multiplicator of symmetric function space concerning to projective tensor product is introduced and studied. This allows us to obtain some concrete results. In particular, the well-know theorem of R. O'Neil about boundedness of tensor product in the Lorentz spaces Lpq is discussed.
Tensor product of stable measures in Banach spaces of stable type
Tensor Products of Banach Lattices.
Tensor products of Banach lattices with Applications to the local structure of Banach lattices and spaces of absolutely summing operators
Tensor products of non-Archimedean weighted spaces of continuous functions.
Tensor Sequences and Inductive Limits with Local Partition of Unity.
Terminal subsets of convex sets in finite-dimensional real normed spaces