Add to ORKGWe characterize the generalized ordered topological spaces X for which the uniformity (X) is convex. Moreover, we show that a uniform ordered space for which every compatible convex uniformity is totally bounded, need not be pseudocompac
summary:Let $X$ be a uniform space of uniform weight $\mu$. It is shown that if every open covering,...
summary:Let $X$ be a uniform space of uniform weight $\mu$. It is shown that if every open covering,...
In this paper we introduce and investigate the notions of point open order topology, compact open or...
AbstractThe spaces having uniformities with a totally ordered base are characterized in bigger class...
AbstractThe totally ordered spaces that are compact and connected in their order topologies are char...
AbstractWe prove that in general the set of all compatible totally bounded quasi-uniformities (order...
AbstractThe spaces having uniformities with a totally ordered base are characterized in bigger class...
AbstractIt is shown that if a semi-uniformity has a base consisting of countable covers, then there ...
AbstractLet X be a nonarchimedean space and C be the union of all compact open subsets of X. The fol...
In [7] a relation between completeness of certain uniformity on ordered sets and restrictions of hom...
By a linearly ordered topological space CLOTS) we mean a linearly ordered set equipped with the usua...
AbstractWe prove that in general the set of all compatible totally bounded quasi-uniformities (order...
summary:We characterize those uniform spaces and commutative topological groups the bounded subsets ...
summary:We characterize those uniform spaces and commutative topological groups the bounded subsets ...
Bibliography: pages 90-94.Ordered spaces were introduced by Leopoldo Nachbin [1948 a, b, c, 1950, 19...
summary:Let $X$ be a uniform space of uniform weight $\mu$. It is shown that if every open covering,...
summary:Let $X$ be a uniform space of uniform weight $\mu$. It is shown that if every open covering,...
In this paper we introduce and investigate the notions of point open order topology, compact open or...
AbstractThe spaces having uniformities with a totally ordered base are characterized in bigger class...
AbstractThe totally ordered spaces that are compact and connected in their order topologies are char...
AbstractWe prove that in general the set of all compatible totally bounded quasi-uniformities (order...
AbstractThe spaces having uniformities with a totally ordered base are characterized in bigger class...
AbstractIt is shown that if a semi-uniformity has a base consisting of countable covers, then there ...
AbstractLet X be a nonarchimedean space and C be the union of all compact open subsets of X. The fol...
In [7] a relation between completeness of certain uniformity on ordered sets and restrictions of hom...
By a linearly ordered topological space CLOTS) we mean a linearly ordered set equipped with the usua...
AbstractWe prove that in general the set of all compatible totally bounded quasi-uniformities (order...
summary:We characterize those uniform spaces and commutative topological groups the bounded subsets ...
summary:We characterize those uniform spaces and commutative topological groups the bounded subsets ...
Bibliography: pages 90-94.Ordered spaces were introduced by Leopoldo Nachbin [1948 a, b, c, 1950, 19...
summary:Let $X$ be a uniform space of uniform weight $\mu$. It is shown that if every open covering,...
summary:Let $X$ be a uniform space of uniform weight $\mu$. It is shown that if every open covering,...
In this paper we introduce and investigate the notions of point open order topology, compact open or...