A completion functor is constructed on the category of completely normal Cauchy groups and Cauchy-continuous homomorphisms. A competion functor is also obtained for a corresponding category of convergence groups
This thesis explores several different notions of completion. In chapter 2, the representation of a ...
AbstractThe theory of cotorsion Abelian groups is extended to the category of nilpotent groups, and ...
summary:A. Chigogidze defined for each normal functor on the category Comp an extension which is a n...
ABSTRACT. A completion functor is constructed on the category of completely normal Cauchy groups and...
A general procedure is introduced for identifying categories of Cauchy spaces which have completions...
ABSTRACT. Completion functors are constructed on various categories of Cauchy Spaces by forming the ...
Abstract. A completion of a Cauchy space is obtained without the T2 restriction on the space. This c...
A Cauchy semigroup acting continuously on a Cauchy space is investigated. In particular, the questio...
A diagonal condition is defined which internally characterises those Cauchy spaces which have topolo...
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 ...
AbstractA generalization of the definition of the pro-category Pro-C for a category C is introduced,...
Abstract. The duality between “regular ” and “topological ” as convergence space proper-ties extends...
AbstractContinuous endofunctors F of locally finitely presentable categories carry a natural metric ...
We define lattice-valued Cauchy spaces. The category of these spaces is topological over SET and car...
This thesis explores several different notions of completion. In chapter 2, the representation of a ...
AbstractThe theory of cotorsion Abelian groups is extended to the category of nilpotent groups, and ...
summary:A. Chigogidze defined for each normal functor on the category Comp an extension which is a n...
ABSTRACT. A completion functor is constructed on the category of completely normal Cauchy groups and...
A general procedure is introduced for identifying categories of Cauchy spaces which have completions...
ABSTRACT. Completion functors are constructed on various categories of Cauchy Spaces by forming the ...
Abstract. A completion of a Cauchy space is obtained without the T2 restriction on the space. This c...
A Cauchy semigroup acting continuously on a Cauchy space is investigated. In particular, the questio...
A diagonal condition is defined which internally characterises those Cauchy spaces which have topolo...
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 ...
AbstractA generalization of the definition of the pro-category Pro-C for a category C is introduced,...
Abstract. The duality between “regular ” and “topological ” as convergence space proper-ties extends...
AbstractContinuous endofunctors F of locally finitely presentable categories carry a natural metric ...
We define lattice-valued Cauchy spaces. The category of these spaces is topological over SET and car...
This thesis explores several different notions of completion. In chapter 2, the representation of a ...
AbstractThe theory of cotorsion Abelian groups is extended to the category of nilpotent groups, and ...
summary:A. Chigogidze defined for each normal functor on the category Comp an extension which is a n...
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