About 436 item dissertation in line with O175.25,Elliptic equations query results,the following is 1 to 50(Search took 0.09 seconds)
 Existence of Solutions for Quasilinear Elliptic Equations,WangXiaoZhi/University of Shanghai for Science and Technology,0/5
 Infinitely Many Solutions for Two Classes of Sublinear Elliptic Equations,ZuoHengJun/Central South University,0/1
 On a Quasilinear Elliptic Systems Involving Multiple Critical Nonlinearities,FangDa/Central South University for Nationalities,0/3
 The Nonlinear Boundary Value Problem of a Class of Elliptic Equations Involving the Critical Variable Exponent,DanYingYing/Harbin Institute of Technology,0/4
 Norm Estimates of Aharmonic Tensor and Potential Operator,WangYu/Harbin Institute of Technology,0/6
 Researchs on Classical Inequalities for Operators of Differential Forms,ZhaoXueWei/Harbin Institute of Technology,0/4
 Integral Inequality of Differential Form Under Some Composite Operators,LiChen/Harbin Institute of Technology,0/1
 Existence and Multiplicity of Solutions for Some Degenerate Elliptic Systems,AnYuCheng/,0/19
 Existence and multiplicity of solutions for a class of Degenerate Elliptic Equations,LuXiong/,0/6
 Existence of Nontrivial Solutions to Secondorder Elliptic Difference Equations,ZhouHu/Guangzhou University,0/9
 The Immersed Interface Method for Solving the Interface Problem of Elliptic Equations,TianMin/Ningxia University,0/41
 Boundary behavior of nonlinear elliptic equation boundary of the blowup solutions for a class of critical case,LuMengMeng/Yantai University,0/4
 Positive Solutions of a Singular Dirichlet Problem to Nonlinear Elliptic Equations: Existence, Uniqueness and Boundary Behavior,ShiXiaoLin/Yantai University,0/3
 For a class of Semilinear Elliptic Systems of non radial solutions existence,LianZuoZuo/Yantai University,0/3
 Positive solutions for quasilinear elliptic equations existence and non existence of,WangWeiHui/Nanjing Normal University,0/6
 The two class of nonlinear elliptic equations Solutions,WuJing/Nanjing Normal University,0/3
 Some Properties of Solutions for Quasilinear Elliptic Equations,LiYan/Fujian Normal University,0/8
 The two class of quasi linear elliptic equations (Group) the existence of and solution,LiQin/Nanjing Normal University,0/6
 Two types of P (x)  the existence of solutions of elliptic system of Laplasse,JiLiMing/Nanjing Normal University,0/4
 The two class of quasi linear elliptic equations (Group) the existence of positive solutions and the non existence of,ZhangYuan/Nanjing Normal University,0/4
 Existence and Multiplicity of Solutions for a Class of Elliptic Equations Involving Critical SobolevHardy Exponents and Hardy Potential,LiuZhen/Zhejiang Normal University,0/20
 On Some Elliptic Eigenvalue Problems,ChenZuo/Fujian Normal University,0/9
 The Existence of Positive Solutions for a Quasilinear Nonhomogeneous Elliptic Equation,LinKaiYong/Ocean University of China,0/4
 Some Generalized Properties of Nonhomogeneous Aharmonic Equation,TangZhiZhen/Jiangxi Normal University,0/5
 Existence of Positive Solutions for Hardy Type Systems,ZhouYiMin/Jiangxi Normal University,0/6
 Existence and Property for Nonlinear Elliptic Equation with Weight,ZhuShiRen/Jiangxi Normal University,0/3
 Regularity Research about the Solution of the Nonhomogeneous Aharmonic Equation,NiJun/Jiangxi Normal University,0/9
 Regularity in Morrey Spaces for Nonlinear Elliptic Equations with VMO Independent Variables,BanYeFang/Beijing Jiaotong University,0/5
 Multiple Solutions for Biharmonic Equations with Concaveconvex Nonlinearities,WangJing/Shanxi University,0/2
 The Existence of Nontrivial Solutions for Two Class of Strongly Indefinite Elliptic Systems,SunYi/Jilin University,0/22
 Elliptic Curves over Number Fields and Integer Factoring,LiXiuMei/Tsinghua University,0/16
 Existence of Solutions for Two Classes of Elliptic Equations,LiuYuXian/Fujian Normal University,0/17
 Study on Matched Interface and Boundary Method,LiJianJing/Ningxia University,0/2
 The Existence of Ground State Solution to the Nonlinear Elliptic Equation Involving Critical Exponent Problem,XuMeng/Central China Normal University,0/0
 The Research on the Existence of Nontrivial Solutions to Nonlinear Elliptic Equations and Systems,YeHongYu/Central China Normal University,0/2
 Research on Some Elliptic Equations and Systems Involving Critical Exponent,PengYanFang/Central China Normal University,0/2
 On the Existence of Multiple Solution of the Semilinear Polyharmonic Elliptic Equations and Quasilinear Elliptic Equations,ShangYueZuo/Central China Normal University,0/6
 BiH(o¨)lder Mappings and Integrability for Solutions to Anisotropic Obstacle Problems,LiuChao/Hebei University,0/2
 Application of elliptic equations in image processing,YiFei/Nanjing University of Technology and Engineering,0/1
 On the Existence of the Solution of Nonhomogeneous Biharmonic Elliptics Equations Involving Critical Sobolev Exponent,ZuoXinRui/Shanxi University,0/7
 On the Dirichlet Problem of Critical Biharmonic Equations,CuiXiaoFang/Shanxi University,0/6
 Ehari Manifold and the Existence of the Positive Solutions for the Nonlinear Elliptic Equations,ZhaoJunHua/Anhui University,0/15
 Regularity of Solutions For Singular Elliptic Equation Involving HardySobolevMaz’ya Term,YiQiZhi/Central China Normal University,0/10
 A Special Class of Semilinear Elliptic Equations with Multiple Solutions,YuXiaoLing/Central China Normal University,0/2
 Positive Solutions for Neumann Elliptic Equations Involving HardySobolevMaz’ya Term with Boundary Singularities,HanJiPing/Central China Normal University,0/11
 Existence of solutions for a class of elliptic equation and elliptic systems,LiYang/Qufu Normal University,0/8
 The Nontrivial Solutions for Some Fourthorder Semilinear Elliptic Problems,WangZuo/Qufu Normal University,0/8
 Existence of Multiple Positive Solutions for a Singular Nonlinear Elliptic Equation Involving HardySobolevMaz’ya Term,YangJing/Central China Normal University,0/12
 Multiple Solutions to Eigenvalue Problem of Higher Order Nonlinear Elliptic Equation,LiHaoGuang/Central China Normal University,0/5
 Elliptic Equations Governing Extremely Charged Cosmological Dust Coupled with a Dilaton,GuYa/Henan University,0/2
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