Add to ORKGThe well-known completions of T2 Cauchy spaces and T2 filter spaces are extended to the completions of non-T2 filter spaces, and a completion functor on the category of all filter spaces is described
A completion functor is constructed on the category of completely normal Cauchy groups and Cauchy-co...
ABSTRACT. A completion functor is constructed on the category of completely normal Cauchy groups and...
In this paper we prove the existence of a completion of a T0–pre-uniform space (X,U), with the prope...
The well-known completions of T2 Cauchy spaces and T2 filter spaces are extended to the completions ...
The well-known completions of T2 Cauchy spaces and T2 filter spaces are extended to the completions ...
A general procedure is introduced for identifying categories of Cauchy spaces which have completions...
Abstract. A completion of a Cauchy space is obtained without the T2 restriction on the space. This c...
ABSTRACT. Completion functors are constructed on various categories of Cauchy Spaces by forming the ...
The concept of a convergence tower space, or equivalently, a convergence approach space is formulate...
AbstractA rather general method of constructing T2-completions of a quasi-uniform space is given. Us...
A family of extensions for a filter space is defined and its properties, including completeness and ...
Abstract. It is known from [13] that nonsymmetric metric spaces corre-spond to enrichments over the ...
A family of extensions for a filter space is defined and its properties, including completeness and ...
A diagonal condition is defined which internally characterises those Cauchy spaces which have topolo...
Abstract. The duality between “regular ” and “topological ” as convergence space proper-ties extends...
A completion functor is constructed on the category of completely normal Cauchy groups and Cauchy-co...
ABSTRACT. A completion functor is constructed on the category of completely normal Cauchy groups and...
In this paper we prove the existence of a completion of a T0–pre-uniform space (X,U), with the prope...
The well-known completions of T2 Cauchy spaces and T2 filter spaces are extended to the completions ...
The well-known completions of T2 Cauchy spaces and T2 filter spaces are extended to the completions ...
A general procedure is introduced for identifying categories of Cauchy spaces which have completions...
Abstract. A completion of a Cauchy space is obtained without the T2 restriction on the space. This c...
ABSTRACT. Completion functors are constructed on various categories of Cauchy Spaces by forming the ...
The concept of a convergence tower space, or equivalently, a convergence approach space is formulate...
AbstractA rather general method of constructing T2-completions of a quasi-uniform space is given. Us...
A family of extensions for a filter space is defined and its properties, including completeness and ...
Abstract. It is known from [13] that nonsymmetric metric spaces corre-spond to enrichments over the ...
A family of extensions for a filter space is defined and its properties, including completeness and ...
A diagonal condition is defined which internally characterises those Cauchy spaces which have topolo...
Abstract. The duality between “regular ” and “topological ” as convergence space proper-ties extends...
A completion functor is constructed on the category of completely normal Cauchy groups and Cauchy-co...
ABSTRACT. A completion functor is constructed on the category of completely normal Cauchy groups and...
In this paper we prove the existence of a completion of a T0–pre-uniform space (X,U), with the prope...