Dissertation 

About 14 item dissertation in line with Neumann problem query results,the following is 1 to 50(Search took 0.051 seconds)

  1. Some Prescribing Curvature Problems on Manifolds,YuanLiXia/Zhejiang University,0/46
  2. On the Multiplicity of Solutions to a Class of Semilinear Neumann Problems,ZouXiangLong/Hunan Normal University,0/7
  3. The Research of Numerical Methods for Solving Multiple Solutions of Singularly Perturbed Semi-linear Elliptic Equations and Related Problems,YuanYongJun/Hunan Normal University,0/37
  4. C~1 Spline Wavelet Methods and Their Applications,LiFang/Hainan Normal University,,0/89
  5. Existence of Critical Point for Abstract Resonant Problems with Unbounded Nonlinearities and Applications to Differential Equations,LiQingDong/Dalian University of Technology,0/14
  6. Positive Solutions for Singular Elliptic Equations in Different Boundary Conditions,GongYan/Zhejiang Normal University,0/17
  7. Existence for Solutions of Some Neumann Problems for Elliptic Equations,ZhangShenGui/Northwest Normal University,0/33
  8. The Existence of Multiple Solutions for Nonlinear Elliptic Equations Without Divergence Form,LiuJia/Central China Normal University,0/0
  9. The existence and stability of nonlinear elliptic equations Neumann problem of multiple solutions,LiLi/Capital Normal University,0/79
  10. Existence and Multiplicity of Solutions for a Neumann Problem Involving the p(x)-Laplace Operator,GaoFeng/Jilin University,0/35
  11. Generalized Jacobi Rational Spectral Methods for Exterior Problems and Neumann Problems,WuJingXia/Shanghai Normal University,0/13
  12. About p (x)-Laplacian elliptic equations of non-smooth problems,QianChenYin/Zhejiang Normal University,0/16
  13. Weighted Estimates on the Neumann Problem for Schr(?)dinger Equations with Lipschitz Domains,HuangWenLi/Ningbo University,0/4
  14. Existence Results for Critical Nonlinear Elliptic Systems in Exterior Domains with Neumann Boundary Conditions,DengShengBing/Jiangxi Normal University,0/4

Total 1 Pages First Previous 1 Next Last

© 2012 www.DissertationTopic.Net  Mobile