We are concerned here with Sobolev-type spaces of vector-valued functions. For an open
subset Ω⊂ RN and a Banach space V, we characterize the functions in the Sobolev …

We give a characterization of metric space-valued Sobolev maps in terms of weak*
derivatives. More precisely, we show that Sobolev maps with values in dual-to-separable …

We consider the problem of finding the``best''approximation of an $ n $-dimensional
probability measure $\rho $ using a measure $\nu $ whose support is parametrized by …

We show that Sobolev maps with values in a dual Banach space can be characterized in
terms of weak derivatives in a weak* sense. Since every metric space embeds isometrically …

Abstract Analysis in metric spaces emerged at the end of the 90's where various areas of
Mathematics come together such as Functional Analysis, Differential Geometry, Geometric …

This work deals with Sobolev-type functions defined on an open set Ω⊂ RN and taking
values in a Banach space V. More precisely, we will focus on the Sobolev-Reshetnyak …

Video library: NA Evseev, Соболевcкие отображения, принимающие значения в
банаховом пространстве или в метрическом пространстве Videolibrary RUS ENG …

Мы рассматриваем возможные определения соболевсих функций, принимающих
значения в семействах банаховых пространств. Потребность в таких объектах …