AbstractWe present a general method of constructing extremally disconnected topologies, by which we get countably compact, homogeneous, extremally disconnected Tychonoff spaces of any cardinality κ with κω=κ, and two such spaces whose product is not countably compact
summary:We show that AC is equivalent to the assertion that every compact completely regular topolog...
AbstractIn this paper we investigate for nowhere locally compact realcompact spaces X the question w...
Abstract. We prove that, if X is a Tychonoff connected space and X(x, X)::;; OJ for some x E X, then...
AbstractIt is well known that no infinite homogeneous space is both compact and extremally disconnec...
AbstractWe study when a Tychonoff space X is countably compact at infinity, that is, the remainder o...
AbstractIt is well known that no infinite homogeneous space is both compact and extremally disconnec...
AbstractWe study when a Tychonoff space X is countably compact at infinity, that is, the remainder o...
Abstract In this paper we give several equivalent characterizations of extremally disconnected space...
AbstractA characterization of compact subspaces of extremally disconnected spaces is given which is ...
AbstractWithin the class of Tychonoff spaces, and within the class of topological groups, most of th...
AbstractGiven a space Y, let us say that a space X is a total extender for Y provided that every con...
A more general definition of extremally µ-disconnected generalized topological space [3] is introduc...
A more general definition of extremally µ-disconnected generalized topological space [3] is introduc...
summary:We study when a topological space has a weaker connected topology. Various sufficient and ne...
summary:We study when a topological space has a weaker connected topology. Various sufficient and ne...
summary:We show that AC is equivalent to the assertion that every compact completely regular topolog...
AbstractIn this paper we investigate for nowhere locally compact realcompact spaces X the question w...
Abstract. We prove that, if X is a Tychonoff connected space and X(x, X)::;; OJ for some x E X, then...
AbstractIt is well known that no infinite homogeneous space is both compact and extremally disconnec...
AbstractWe study when a Tychonoff space X is countably compact at infinity, that is, the remainder o...
AbstractIt is well known that no infinite homogeneous space is both compact and extremally disconnec...
AbstractWe study when a Tychonoff space X is countably compact at infinity, that is, the remainder o...
Abstract In this paper we give several equivalent characterizations of extremally disconnected space...
AbstractA characterization of compact subspaces of extremally disconnected spaces is given which is ...
AbstractWithin the class of Tychonoff spaces, and within the class of topological groups, most of th...
AbstractGiven a space Y, let us say that a space X is a total extender for Y provided that every con...
A more general definition of extremally µ-disconnected generalized topological space [3] is introduc...
A more general definition of extremally µ-disconnected generalized topological space [3] is introduc...
summary:We study when a topological space has a weaker connected topology. Various sufficient and ne...
summary:We study when a topological space has a weaker connected topology. Various sufficient and ne...
summary:We show that AC is equivalent to the assertion that every compact completely regular topolog...
AbstractIn this paper we investigate for nowhere locally compact realcompact spaces X the question w...
Abstract. We prove that, if X is a Tychonoff connected space and X(x, X)::;; OJ for some x E X, then...
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