Sobre la p-convexidad de espacios de Orlicz.
Sobre los espacios de Banach que contienen a l1 como complementado.
Sobre los espacios de Hörmander vectoriales Bp,w (E).
Sobre los espacios de Orlicz de funciones vectoriales.
Sobre M-tonelación y dual local completitud en espacios de funciones continuas con valores vectoriales provistos de la topología de la convergencia puntual.
Solidity in sequence spaces.
Relations are established between several notions of solidity in vector-valued sequence spaces, and a generalized Köthe-Toeplitz dual space is introduced in the setting of a Banach algebra.
Solution d'un problème d'Erdös, Gillman et Henriksen et application à l'étude des homomorphismes de C-(K).
Solution of some weight problems for the Riemann-Liouville and Weyl operators.
Solvability in Sobolev spaces of a problem for a second order parabolic equation with time derivative in the boundary condition.
Solvability of parabolic model boundary value problems in Sobolev- Slobodetskij spaces of generalized functions
Some Analytic Functions Whose Boundary Values Have Bounded Mean Oscillation.
Some applications of projective tensor products to holomorphy.
Some approximation properties in Orlicz-Sobolev spaces
Some approximation results in Musielak-Orlicz spaces
We prove the continuity in norm of the translation operator in the Musielak-Orlicz spaces. An application to the convergence in norm of approximate identities is given, whereby we prove density results of the smooth functions in , in both the modular and norm topologies. These density results are then applied to obtain basic topological properties.
Some Banach techniques in vector-valued Fourier analysis
Some basic properties of generalized Calderon-Lozanovskiî.
Some class of uniformly non-square Orlicz-Bochner spaces
Some classes of Banach bundles with continuous weakly continuous sections.
Some classes of infinitely differentiable functions
For nonquasianalytical Carleman classes conditions on the sequences and are investigated which guarantee the existence of a function in such that u(n)(a) = bn, bnKn+1Mn, n = 0,1,..., aJ. Conditions of coincidence of the sequences and are analysed. Some still unknown classes of such sequences are pointed out and a construction of the required function is suggested. The connection of this classical problem with the problem of the existence of a function with given trace at the boundary...
Some classical function systems in separable Orlicz spaces
The boundedness of (sub)sequences of partial Fourier and Fourier-Walsh sums in subspaces of separable Orlicz spaces is studied. The boundedness of the shift operator and Paley function with respect to the Haar system is also investigated. These results are applied to get the analogues of the classical theorems on basicness of the trigonometric and Walsh systems in nonreflexive separable Orlicz spaces.