DOIAbstract
AbstractWe present some generalizations and improvements of results due to I. Aharoni and P. Assouad on embeddings of separable metric spaces into c0
AbstractWe present some generalizations and improvements of results due to I. Aharoni and P. Assouad on embeddings of separable metric spaces into c0
AbstractFor a metric continuum X, we consider the hyperspaces C(X) and F2(X) of all subcontinua and ...
AbstractA subset S of a metric space X is U-embedded in X if every uniformly continuous real-valued ...
We characterize π-images of locally separable metric spaces by means of covers having π-property. As...
Abstract. We answer a question of Aharoni by showing that every separable metric space can be Lipsch...
AbstractWe present some generalizations and improvements of results due to I. Aharoni and P. Assouad...
An embedding of one metric space (X, d) into another (Y, ρ) is an injective map f: X → Y. The centra...
The thesis covers the properties of isometric embeddings of metric spaces into the Urysohn universal...
AbstractNowhere locally compact separable metric spaces are characterized (up to homeomorphism) as p...
AbstractLet X be a topological space and A its subspace. The following problem posed by Przymusiński...
This paper is devoted to constructing compact ccc non-separable spaces of weight 2 c, which we shall...
In many application areas, complex data sets are often represented by some metric space and metric e...
A characterization of the linear metric space with an equivalent accessible metric is given. It is s...
summary:Let $(M,d)$ be a bounded countable metric space and $c>0$ a constant, such that $d(x,y)+d(y,...
Abstract- Let T = fT (t)gt>0 be a C0semigroup on a Banach space X. We prove the following results...
AbstractWe survey Cp-theory from the point of view provided by the following question: when can a to...
AbstractFor a metric continuum X, we consider the hyperspaces C(X) and F2(X) of all subcontinua and ...
AbstractA subset S of a metric space X is U-embedded in X if every uniformly continuous real-valued ...
We characterize π-images of locally separable metric spaces by means of covers having π-property. As...
Abstract. We answer a question of Aharoni by showing that every separable metric space can be Lipsch...
AbstractWe present some generalizations and improvements of results due to I. Aharoni and P. Assouad...
An embedding of one metric space (X, d) into another (Y, ρ) is an injective map f: X → Y. The centra...
The thesis covers the properties of isometric embeddings of metric spaces into the Urysohn universal...
AbstractNowhere locally compact separable metric spaces are characterized (up to homeomorphism) as p...
AbstractLet X be a topological space and A its subspace. The following problem posed by Przymusiński...
This paper is devoted to constructing compact ccc non-separable spaces of weight 2 c, which we shall...
In many application areas, complex data sets are often represented by some metric space and metric e...
A characterization of the linear metric space with an equivalent accessible metric is given. It is s...
summary:Let $(M,d)$ be a bounded countable metric space and $c>0$ a constant, such that $d(x,y)+d(y,...
Abstract- Let T = fT (t)gt>0 be a C0semigroup on a Banach space X. We prove the following results...
AbstractWe survey Cp-theory from the point of view provided by the following question: when can a to...
AbstractFor a metric continuum X, we consider the hyperspaces C(X) and F2(X) of all subcontinua and ...
AbstractA subset S of a metric space X is U-embedded in X if every uniformly continuous real-valued ...
We characterize π-images of locally separable metric spaces by means of covers having π-property. As...
Add to ORKG