Shiping Zhong

activity

20182026

most citedThe Almost Complex Structure on

S^{6}

and Related Schrodinger Flows

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.DG2026

Vortex Filaments in Hermitian Reductive Lie Algebras

Qing Ding, Xiayu Dong, Shiping Zhong

It is well-known that the investigation of vortex filaments (i.e., moving curves) in the Euclidean 3-space $R^{3}$ is an attractive topic both in physics and mathematics. The…

nucl-th2021

Study on deformed halo nucleus $^{31}$ Ne with Glauber model based on microscopic self-consistent structures

Shi-Yi Zhong, Shi-Sheng Zhang, Xiang-Xiang Sun +1

We study the exotic deformed nucleus $^{31}$ Ne using an approach that combines self-consistent structure and reaction theory. We utilize the fully-relativistic, microscopic deforme…

math.DG2018★ 1 cited

The Almost Complex Structure on $S^{6}$ and Related Schrodinger Flows

Qing Ding, Shiping Zhong

In this paper, by using the $G_{2}$ -structure on Im $(O) ≅ R^{7}$ from the octonions $O$ , the $G_{2}$ -binormal motion of curves $γ (t, s)$ in $R^{7}$ associa…

Vortex Filaments in Hermitian Reductive Lie Algebras

Study on deformed halo nucleus 31Ne with Glauber model based on microscopic self-consistent structures

The Almost Complex Structure on S6 and Related Schrodinger Flows

Study on deformed halo nucleus $^{31}$ Ne with Glauber model based on microscopic self-consistent structures

The Almost Complex Structure on $S^{6}$ and Related Schrodinger Flows