Sobre sumabilidad Cesáro en el espacio CS (II).
Sobre topologías localmente convexas en espacios de sucesiones.
This paper deals with locally convex topological sequence spaces. We first consider solid topologies in order to obtain some results that will be useful later. The main part of this paper is devoted to a detailed study of the normal topology of a dual pair of sequence spaces. We obtain criterions for this topology to be normable or metrizable, and conditions under which it coincides with the Mackey topology on echelon and coechelon spaces of order p. Finally we use the former results on solid topologies...
Sobre topologías localmente convexas en espacios de sucesiones (II).
En el presente volumen se publican solamente los dos últimos capítulos de este artículo. Los tres restantes aparecieron en el número anterior.
Sobre un álgebra de funciones casi analíticas.
Sobre una transformacion generalizada de Hankel
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 and stability of a mixed type cubic and quartic functional equation in quasi-Banach spaces.
Solution d'un problème d'Erdös, Gillman et Henriksen et application à l'étude des homomorphismes de C-(K).
Solution of a problem of Grothendieck.
Solution of mathematical models by localization
Solution of some parabolic integro-differential equations by means of the algebraic operational calculus of distributions.
Solution of some weight problems for the Riemann-Liouville and Weyl operators.
Solution of the factorial Stone-Weierstrass conjecture. An application of the theory of standard split W*-inclusions.
Solution of the parabolic partial differential equation ...-... = f(x, y) by means of algebraic operational calculus of distributions with support in R...
Solution operators for convolution equations on the germs of analytic functions on compact convex sets in
is compact and convex it is known for a long time that the nonzero constant coefficients linear partial differential operators (of finite or infinite order) are surjective on the space of all analytic functions on G. We consider the question whether solutions of the inhomogeneous equation can be given in terms of a continuous linear operator. For instance we characterize those sets G for which this is always the case.
Solution to a problem of S. Rolewicz
Solution to the triharmonic heat equation.
Solutions and stability of generalized mixed type QC functional equations in random normed spaces.
Solutions élémentaires invariantes
Solutions hyperfonctions du problème de Cauchy