Shiqing Zhang

activity

20122022

most citedNonplanar Periodic Solutions for Spatial Restricted N+1-Body Problems

3 citations · 4 across the 14 of their papers we have counts for

collaborators

16 papers

math.AP2022

A N-body problem with weak force potential through Hamilton-Jacobi equation approach

Putian Yang, Shiqing Zhang

This paper we consider for the N-body problem with potential 1/rα (0 < α < 1) the existence of hyperbolic motions for any prescribed limit shape and any given initial configuration…

math.NA2021

On the convergence and applications of the inertial-like method for null-point problems

Yan Tang, Shiqing Zhang

In this paper, we propose two novel inertial-like algorithms for solving the split common null point problem (SCNPP) with respect to set-valued maximal operators. The features of t…

math.CA2021

A Generalized Mountain Pass Lemma with a Closed Subset for Locally Lipschitz Functionals

Fengying Li, Bingying Li, Shiqing Zhang

The classical Mountain Pass Lemma of Ambrosetti-Rabinowitz has been studied, extended and modified in several directions. Notable examples would certainly include the generalizatio…

math.DS2020

The central configuration of the planar ( $N$ +1)-body problem with a regular $N$ -polygon

Liang Ding, Jinlong Wei, Shiqing Zhang

For planar ( $N$ +1)-body ( $N$ \, $\geq$ 2) problem with a regular $N$ -polygon, under the assumption that the ( $N$ +1)-th body locates at the geometric center of the regular $N$ -polygon…

math.FA2018

A note on an Counter Example of Dacorogna

Yan Tang, Shiqing Zhang

In this short note,we correct a well-known counter example of the famous book of Dacorogna[2].

math.DS2018

Choreography solutions of the $n$ -body problem on $S^{2}$

Juan Manuel Sánchez-Cerritos, Shiqing Zhang

We try to prove the existence of choreography solutions for the $n -$ body problem on $S^{2}$ . For the three-body problem, we show the existence of the 8-shape orbit on $S^{2}$ .