5 citations · 5 across the 3 of their papers we have counts for
3 papers
math.CA2022★ 5 cited
Differential Galoisian approach to Jacobi integrability of general analytic dynamical systems and its application
Kaiyin Huang, Shaoyun Shi, Shuangling Yang
The Morales-Ramis theory provides an effective and powerful non-integrability criterion for complex analytical Hamiltonian systems via the differential Galoisian obstruction. In th…
cond-mat.mes-hall2022
First- and second-order gradient couplings to NV centers engineered by the geometric symmetry
Yuan Zhou, Shuang-Liang Yang, Dong-Yan Lv +4
The magnetic fields with the first- and second-order gradient are engineered in several mechanically controlled hybrid systems. The current-carrying nanowires with different geomet…
math.DS2021
On a simple model for describing convection of the rotating fluid: integrability, bifurcations and global dynamics
Jia Jiao, Shuangling Yang, Qingjian Zhou +1
The Glukhovsky-Dolzhansky (GD) model arises naturally from geophysical science, which describes rotating fluid convection inside the ellipsoid. This work aims to provide some new i…