activity
20122016
most citedFour-body Central Configurations with Adjacent Equal Masses

17 citations · 22 across the 8 of their papers we have counts for

collaborators

8 papers

math.DS201617 cited

Four-body Central Configurations with Adjacent Equal Masses

Yiyang Deng, Bingyu Li, Shiqing Zhang

For any convex non-collinear central configuration of the planar Newtonian 4-body problem with adjacent equal masses , with equal lengths for the two diagonals…

math.DS20141 cited

A Note on Homoclinic Orbits for Second Order Hamiltonian Systems

Bingyu Li, Fengying Li, Donglun Wu +1

In this paper, we study the existence for the homoclinic orbits for the second order Hamiltonian systems. Under suitable conditions on the potential , we apply the direct method…

math-ph20143 cited

Periodic Solutions for -Body-Type Problems

Fengying Li, Shiqing Zhang

We consider non-autonomous -body-type problems with strong force type potentials at the origin and sub-quadratic growth at infinity, and using Ljusternik-Schnirelmann theory, we…

math-ph2014

Central Configurations Formed By Two Twisted Regular Polygons

Xiang Yu, Shiqing Zhang

In this paper, we study the necessary conditions and sufficient conditions for the central configurations formed by two twisted regular polygons (one N-regular polygon and one L-re…

math-ph2012

6-Body Central Configurations Formed by Two Isosceles Triangles

Furong Zhao, Shiqing Zhang

In this paper,we show the existence of a class of 6-body central configurations with two isosceles triangles; which are congruent to each other and keep some distance.We also study…

math.CA20121 cited

Hyperbolic Orbits for a Class of Singular Hamiltonian Systems with Repulsive Potentials

Donglun Wu, Shiqing Zhang

The existence of hyperbolic orbits is proved for a class of singular Hamiltonian systems with repulsive potentials by taking limit for a sequence of periodic solutions which are th…