activity
20192022
most citedOn paratopological gyrogroups

2 citations · 3 across the 6 of their papers we have counts for

collaborators

7 papers

math.GN2022

Quotients with respect to strongly -subgyrogroups

Ying-Ying Jin, Li-Hong Xie

A topological gyrogroup is a gyrogroup endowed with a compatible topology such that the multiplication is jointly continuous and the inverse is continuous. In this paper, we study…

math.GR20212 cited

On paratopological gyrogroups

Yingying Jin, Li-Hong Xie

The concept of gyrogroups is a generalization of groups which do not explicitly have associativity. Recently, Atiponrat extended the idea of topological (paratopological) groups to…

math.GN2021

The construction of Hartman-Mycielski in topological gyrogroups

Yingying Jin, Li-Hong Xie

The concept of gyrogroups is a generalization of groups which do not explicitly have associativity. Recently, Wattanapan et al consider the construction of Hartman-Mycielski in str…

math.GM2020

Fuzzy gyronorms on gyrogroups

Li-Hong Xie

The concept of gyrogroups is a generalization of groups which do not explicitly have associativity. In this paper, the notion of fuzzy gyronorms on gyrogroups is introduced. The re…

math.GN2020

Locally upper bounded poset-valued maps and stratifiable spaces

Ying-Ying Jin, Li-Hong Xie, Han-Biao Yang

In this paper, we characterize stratifiable (or semi-stratifiable) spaces, and monotonically countably paracompact (or monotonically countably metacompact) spaces by expansions of…

math.GN2019

Simply -factorizable (para)topological groups and their completions

Li-Hong Xie, Mikhail Tkachenko

Let us call a (para)topological group \emph{strongly submetrizable} if it admits a coarser separable metrizable (para)topological group topology. We present a characterization of s…