partially supported by RGC(No.17307420);supported by NSFC(No.12471077)。
In order to find closed form solutions of nonintegrable nonlinear ordinary differential equations,numerous tricks have been proposed.The goal of this short review is to explain how a theorem of Eremenko on meromorphic...
supported by the National Natural Science Foundation of China(Grant No.42274101);X.X.Wu was supported by the Fundamental Research Funds for the Central Universities of Central South University(Grant No.2020zzts354);H.L.Hu was supported by the National Natural Science Foundation of China(Grant No.12071128);by the Natural Science Foundation of Hunan Province(Grant No.2021JJ30434);Z.L.Li was supported by a Simons Grant No.633724.
The aim of this paper is to develop a fast multigrid solver for interpolation-free finite volume (FV) discretization of anisotropic elliptic interface problems on general bounded domains that can be described as a uni...
supported by the National Key Research and Development Program of China(2023YFB4705800 and 2022YFB4703000);the Key Research and Development Program of Shandong Province,China(2022CXGC010503);Shandong Provincial Postdoctoral Innovative Talents Funded Scheme,China(238226).
The friction between the joints of the continuum manipulator with discrete joints brings great difficulties to kinematic modeling.The traditional driving wire arrangement limits the load capacity of the manipulator.A ...
We study the dynamics of a two-electron atom interacting with a pulsed, elliptically polarized, ultrashort, excited coherent state. We use path integral methods and integrate on the photonic part. We angularly decompo...
supported by the National Natural Science Foundation of China(Grants 12261067,12161067,12361088,62201298,12001015,51961031);the Inner Mongolia Autonomous Region"Youth Science and Technology Talents"support program(Grant NJYT20B15);the Inner Mongolia Scientific Fund Project(Grants 2020MS06010,2021LHMS01006,2022MS01008);by the Innovation fund project of Inner Mongolia University of science and technology-Excellent Youth Science Fund Project(Grant 2019YQL02).
In this paper two dimensional elliptic interface problem with imperfect contact is considered,which is featured by the implicit jump condition imposed on the imperfect contact interface,and the jumping quantity of the...
partially supported by NSFC(11831003,12031012);the Institute of Modern Analysis-A Frontier Research Center of Shanghai。
The hydrodynamics of active liquid crystal models has attracted much attention in recent years due to many applications of these models.In this paper,we study the weak-strong uniqueness for the Leray-Hopf type weak so...
In this paper, we propose the nonconforming virtual element method (NCVEM) discretization for the pointwise control constraint optimal control problem governed by elliptic equations. Based on the NCVEM approximation o...
Multiplicity of solutions for the semilinear subelliptic Dirichlet problem Hua Chen,Hong-Ge Chen,Jin-Ning Li&Xin Liao Abstract In this paper,we study the semilinear subelliptic equation■where■self-adjoint Hormander ...
The current methods for designing periodic orbits in the elliptic restricted three-body problem(ERTBP)have the disadvantages of targeting limited orbits and ergodic searches and considering only symmetric orbits.A uni...
We apply the local method of fundamental solutions(LMFS)to boundary value problems(BVPs)for the Laplace and homogeneous biharmonic equations in annuli.By appropriately choosing the collocation points,the LMFS discreti...