Add to ORKGsummary:We characterize those uniform spaces and commutative topological groups the bounded subsets of which can be recognized by using only one uniformly continuous pseudometric
A boundedness structure (bornology) on a topological space is an ideal of subsets containing all sin...
AbstractIt is proved that each infinite completely regular Hausdorff space admits a nontransitive to...
New families of uniformities are introduced on UC(X,Y)UC(X,Y), the class of uniformly continuous map...
summary:We characterize those uniform spaces and commutative topological groups the bounded subsets ...
Precise conditions for a subset A of a Banach space X are known in order that pointwise bounded on A...
A subset S of a topological group G is called bounded if, for every neighborhood U of the identity...
Let G be a monoid that acts on a topological space X by homeomorphisms such that there is a point x0...
In this paper, we will discuss about topological properties of quasi-pseudometric spaces and propert...
AbstractThis paper deals with functionally bounded sets of a topological group which are Gδ-dense in...
AbstractThe topological embedding of a topological semigroup S, commutative with the property of can...
ABSTRACT. We show that every metric space with bounded geometry uniformly embeds into a direct sum o...
Abstract. Precise conditions for a subset A of a Banach space X are known in order that pointwise bo...
to appear in Topology ProceedingsItzkowitz's problem asks whether every topological group $G$ has eq...
AbstractWe prove that in general the set of all compatible totally bounded quasi-uniformities (order...
We deal with a form of the uniform boundedness theorem (or the Banach-Steinhaus theorem) for topolog...
A boundedness structure (bornology) on a topological space is an ideal of subsets containing all sin...
AbstractIt is proved that each infinite completely regular Hausdorff space admits a nontransitive to...
New families of uniformities are introduced on UC(X,Y)UC(X,Y), the class of uniformly continuous map...
summary:We characterize those uniform spaces and commutative topological groups the bounded subsets ...
Precise conditions for a subset A of a Banach space X are known in order that pointwise bounded on A...
A subset S of a topological group G is called bounded if, for every neighborhood U of the identity...
Let G be a monoid that acts on a topological space X by homeomorphisms such that there is a point x0...
In this paper, we will discuss about topological properties of quasi-pseudometric spaces and propert...
AbstractThis paper deals with functionally bounded sets of a topological group which are Gδ-dense in...
AbstractThe topological embedding of a topological semigroup S, commutative with the property of can...
ABSTRACT. We show that every metric space with bounded geometry uniformly embeds into a direct sum o...
Abstract. Precise conditions for a subset A of a Banach space X are known in order that pointwise bo...
to appear in Topology ProceedingsItzkowitz's problem asks whether every topological group $G$ has eq...
AbstractWe prove that in general the set of all compatible totally bounded quasi-uniformities (order...
We deal with a form of the uniform boundedness theorem (or the Banach-Steinhaus theorem) for topolog...
A boundedness structure (bornology) on a topological space is an ideal of subsets containing all sin...
AbstractIt is proved that each infinite completely regular Hausdorff space admits a nontransitive to...
New families of uniformities are introduced on UC(X,Y)UC(X,Y), the class of uniformly continuous map...