AbstractTopological groups whose topology can be induced by a total order are characterized up to homeomorphism. In particular, a non-metrizable topological group is in this class if and only if it has a totally ordered base at the identity consisting of (closed and) open subgroups. Another characterization is a generalization of an earlier result for metrizable groups
The topology most often used on a totally ordered group (G, \u3c) is the interval topology. There ar...
Our aim is to find some new links between linear (circular) orderability of groups and topological d...
We introduce and study two classes of topologized groups, which are called here irresolute-topologic...
This thesis examines some connections between topology and group theory, in particular the theory o...
This book deals with the connections between topology and ordered groups. It begins with a self-cont...
In this thesis we investigate some problems in set theoretical topology related to the concepts of t...
Several types of hulls and completions of lattice ordered groups have been obtained by algebraic met...
In [4] the authors used the Local Ramsey theory to prove that a countable Frechet group is metrizabl...
AbstractWe introduce the class of *-orderable groups as those groups G for which the complex group r...
Abstract We are concerned with orderable groups and particularly those with orderings invariant not ...
In [4] the authors used the Local Ramsey theory to prove that a countable Frechet group is metrizabl...
Abstract We are concerned with orderable groups and particularly those with orderings invariant not ...
Abstract We are concerned with orderable groups and particularly those with orderings invariant not ...
AbstractWe investigate some generalized metric space properties on paratopological (semitopological)...
AbstractSeveral new facts concerning topologies of paratopological and semitopological groups are es...
The topology most often used on a totally ordered group (G, \u3c) is the interval topology. There ar...
Our aim is to find some new links between linear (circular) orderability of groups and topological d...
We introduce and study two classes of topologized groups, which are called here irresolute-topologic...
This thesis examines some connections between topology and group theory, in particular the theory o...
This book deals with the connections between topology and ordered groups. It begins with a self-cont...
In this thesis we investigate some problems in set theoretical topology related to the concepts of t...
Several types of hulls and completions of lattice ordered groups have been obtained by algebraic met...
In [4] the authors used the Local Ramsey theory to prove that a countable Frechet group is metrizabl...
AbstractWe introduce the class of *-orderable groups as those groups G for which the complex group r...
Abstract We are concerned with orderable groups and particularly those with orderings invariant not ...
In [4] the authors used the Local Ramsey theory to prove that a countable Frechet group is metrizabl...
Abstract We are concerned with orderable groups and particularly those with orderings invariant not ...
Abstract We are concerned with orderable groups and particularly those with orderings invariant not ...
AbstractWe investigate some generalized metric space properties on paratopological (semitopological)...
AbstractSeveral new facts concerning topologies of paratopological and semitopological groups are es...
The topology most often used on a totally ordered group (G, \u3c) is the interval topology. There ar...
Our aim is to find some new links between linear (circular) orderability of groups and topological d...
We introduce and study two classes of topologized groups, which are called here irresolute-topologic...
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