Add to ORKGThe partially (para)topological groups were defined in [9]. In this paper, we give more results in partially topological groups in the sense of H. Delfs and M. Knebusch and we prove extension closed property for connectedness, compactness, and separability of partially topological groups
This work contains some new results, and some new proofs of old results, and some points of view whi...
AbstractIn this paper, we consider the following question: when does a topological group G have a Ha...
summary:In this note we first give a summary that on property of a remainder of a non-locally compac...
The partially (para)topological groups were defined in [9]. In this paper, we give more results in p...
The partially (para)topological groups were defined in [9]. In this paper, we give more results in p...
© 2014, The Author(s).In this paper, we continue to investigate some important results in generalize...
© 2014, The Author(s).In this paper, we continue to investigate some important results in generalize...
The concept of partially topological group was recently introduced in [3]. In this article, we defin...
[EN] The concept of partially topological group was recently introduced in [3]. In this article, we ...
The notion of partial groups and their basic properties have been given in [1,2]. In this paper, we ...
In this paper, we introduce the notion of a partially (para)topological group, using generalized top...
In this paper, we introduce the notion of a partially (para)topological group, using generalized top...
Abstract. Let G be a topological group which is not a P-group. Then the Stone-Čech compactification...
summary:We prove a Dichotomy Theorem: for each Hausdorff compactification $bG$ of an arbitrary topol...
This work contains some new results, and some new proofs of old results, and some points of view whi...
This work contains some new results, and some new proofs of old results, and some points of view whi...
AbstractIn this paper, we consider the following question: when does a topological group G have a Ha...
summary:In this note we first give a summary that on property of a remainder of a non-locally compac...
The partially (para)topological groups were defined in [9]. In this paper, we give more results in p...
The partially (para)topological groups were defined in [9]. In this paper, we give more results in p...
© 2014, The Author(s).In this paper, we continue to investigate some important results in generalize...
© 2014, The Author(s).In this paper, we continue to investigate some important results in generalize...
The concept of partially topological group was recently introduced in [3]. In this article, we defin...
[EN] The concept of partially topological group was recently introduced in [3]. In this article, we ...
The notion of partial groups and their basic properties have been given in [1,2]. In this paper, we ...
In this paper, we introduce the notion of a partially (para)topological group, using generalized top...
In this paper, we introduce the notion of a partially (para)topological group, using generalized top...
Abstract. Let G be a topological group which is not a P-group. Then the Stone-Čech compactification...
summary:We prove a Dichotomy Theorem: for each Hausdorff compactification $bG$ of an arbitrary topol...
This work contains some new results, and some new proofs of old results, and some points of view whi...
This work contains some new results, and some new proofs of old results, and some points of view whi...
AbstractIn this paper, we consider the following question: when does a topological group G have a Ha...
summary:In this note we first give a summary that on property of a remainder of a non-locally compac...