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20192022
most citedTopological gyrogroups with Frechet-Urysohn property and omega^{omega}-base

4 citations · 10 across the 12 of their papers we have counts for

collaborators

14 papers

math.GN2022

On some kinds of factorizable topological groups

Meng Bao, Xiaoquan Xu

Based on the concepts of -factorizable topological groups and -factorizable topological groups, we introduce four classes of factorizabilities on topologic…

math.GN2022

On Function Spaces Related to H-sober Spaces

Meng Bao, Xiaoyuan Zhang, Xiaoquan Xu

In this paper, we mainly study the function spaces related to H-sober spaces. For an irreducible subset system H and spaces and , it is proved that is H-sober if…

math.GN2022

Quotient spaces with strong subgyrogroups

Meng Bao, Xuewei Ling, Xiaoquan Xu

In this paper, we mainly investigate the quotient spaces G/H when G is a strongly topological gyrogroup and H is a strong subgyrogroup of G. It is shown that if G is a strongly top…

math.GN2022

Some properties of Pre-topological groups

Fucai Lin, Ting Wu, Yufan Xie +1

In this paper, we pose the concepts of pre-topological groups and some generalizations of pre-topological groups. First, we systematically investigate some basic properties of pre-…

math.GN2021

A class of quotient spaces in strongly topological gyrogroups

Meng Bao, Jie Wang, Xiaoquan Xu

Quotient space is a class of the most important topological spaces in the research of topology. In this paper, we show that if G is a strongly topological gyrogroup with a symmetri…

math.GN20214 cited

Topological gyrogroups with Frechet-Urysohn property and omega^{omega}-base

Meng Bao, Xiaoyuan Zhang, Xiaoquan Xu

The concept of topological gyrogroups is a generalization of a topological group. In this work, ones prove that a topological gyrogroup G is metrizable iff G has an ωω-base and G i…