Sobolev Type Embeddings in the Limiting Case.
Sobolev type inequalities for fractional maximal functions and Riesz potentials in Morrey spaces of variable exponent on half spaces
Our aim is to establish Sobolev type inequalities for fractional maximal functions and Riesz potentials in weighted Morrey spaces of variable exponent on the half space . We also obtain Sobolev type inequalities for a function on . As an application, we obtain Sobolev type inequality for double phase functionals with variable exponents , where and satisfy log-Hölder conditions, for , and is nonnegative and Hölder continuous of order .
Sobolev type inequalities for p>0
Sobolev- und Sobolev-Hardy-Räume auf S1: Dualitätstheorie und Funktionalkalküle.
Sobolev-Besov spaces of measurable functions
The paper deals with spaces of Sobolev type where s > 0, 0 < p ≤ ∞, and their relations to corresponding spaces of Besov type where s > 0, 0 < p ≤ ∞, 0 < q ≤ ∞, in terms of embedding and real interpolation.
Sobolev-Gagliardo-Nirenberg and Markov Type Inequalities on Subanalytic Domains.
Sobolev-Kantorovich Inequalities
In a recent work, E. Cinti and F. Otto established some new interpolation inequalities in the study of pattern formation, bounding the Lr(μ)-norm of a probability density with respect to the reference measure μ by its Sobolev norm and the Kantorovich-Wasserstein distance to μ. This article emphasizes this family of interpolation inequalities, called Sobolev-Kantorovich inequalities, which may be established in the rather large setting of non-negatively curved (weighted) Riemannian manifolds by means...
Sobolev's and local derivatives
Sobolev-type classes of functions with values in a metric space. II.
Sobolev-type spaces from generalized Poincaré inequalities
We define a Sobolev space by means of a generalized Poincaré inequality and relate it to a corresponding space based on upper gradients.
Sobre algunas propiedades de espacios de Banach.
Sobre c-dualidad y espacios c-perfectos.
Sobre ciertas clases de conjuntos en espacios localmente convexos.
In this paper we obtain several classes of separated locally convex spaces which are M-spaces. We give also some results on compact convex sets and new characterization of weak compactness.
Sobre Ciertos Espacios De Funciones Holo Morfas Y Sus Aplicaciones, II.
Sobre el espectro de derivaciones y automorfismos de las álgebras de Banach.
Sobre el k.-completando de un módulo de Hilbert
Sobre el operador maximal de Hardy-Littlewood y las propiedades de crecimiento.
Sobre el teorema de Dieudonné-Cirothendieck.
Sobre el teorema de Dieudonné-Grothendieck. Condiciones necesarias y suficientes.
Sobre el teorema de la gráfica cerrada. Teorema de Banach-Schauder.