Ohio University Zanesville

output

20122018

most citedDescription of heavy deformed nuclei within the pseudo-SU(3) shell model

4 citations

researchers with a paper here

collaborating institutions

7 papers

math.GR2018

An affirmative answer to Yamada's Conjecture

Chuan Liu, Fucai Lin

In this paper, we give an affirmative answer to Yamada's Conjecture on free topological groups, which was posed in [K. Yamada, {\it Fréchet-Urysohn spaces in free topological group…

math.GR2016

The $k_{R}$ -property on free topological groups

Fucai Lin, Shou Lin, Chuan Liu

A space $X$ is called a $k_{R}$ -space, if $X$ is Tychonoff and the necessary and sufficient condition for a real-valued function $f$ on $X$ to be continuous is that the restriction…

math.GR2016★ 1 cited

The $k$ -spaces property of free Abelian topological groups over non-metrizable Lašnev spaces

Fucai Lin, Chuan Liu

Given a Tychonoff space $X$ , let $A (X)$ be the free Abelian topological group over $X$ in the sense of Markov. For every $n \in N$ , let $A_{n} (X)$ denote the subspace of $A(X)…

math.GR2015★ 1 cited

The mapping $i_{2}$ on the free paratopological groups

Fucai Lin, Chuan Liu

Let $F P (X)$ be the free paratopological group over a topological space $X$ . For each non-negative integer $n \in N$ , denote by $F P_{n} (X)$ the subset of $F P (X)$ consisting o…

math.GR2015

The topological properties of $q$ -spaces in free topological groups

Fucai Lin, Chuan Liu, Shou Lin

Given a Tychonoff space $X$ , let $F (X)$ and $A (X)$ be respectively the free topological group and the free Abelian topological group over $X$ in the sense of Markov. In this paper,…

math.GR2015

Two Weak Forms of Countability Axioms in Free Topological Groups

Fucai Lin, Chuan Liu, Jiling Cao

Given a Tychonoff space $X$ , let $F (X)$ and $A (X)$ be respectively the free topological group and the free Abelian topological group over $X$ in the sense of Markov. For every $n\i…

An affirmative answer to Yamada's Conjecture

The kR​-property on free topological groups

The k-spaces property of free Abelian topological groups over non-metrizable Lašnev spaces

The mapping i2​ on the free paratopological groups

The topological properties of q-spaces in free topological groups

Two Weak Forms of Countability Axioms in Free Topological Groups

The $k_{R}$ -property on free topological groups

The $k$ -spaces property of free Abelian topological groups over non-metrizable Lašnev spaces

The mapping $i_{2}$ on the free paratopological groups

The topological properties of $q$ -spaces in free topological groups