a posterior error - Globe Thesis

Keyword [a posterior error] Result: 1 - 19 \| Page: 1 of 1
1.	Superconvergence Methods And Splitting Extrapolations For Solving Three-dimensional Axisymmetric Problems
2.	A Posterior Error Estimator Of Least-squares Mixed Method For Parabolic Problems
3.	A New Adaptive Mixed Finite Element Method Based On Residual Type A Posterior Error Estimates For The Stokes Eigenvalue Problem
4.	The Adaptive Finite Element Method Based On Multi-scale Discretizations For Eigenvalue Problems With Homogeneous Mixed Boundary Conditions
5.	The Diffraction Gratings Truncated By The PML And Few-mode DtN Boundary Conditions And The A Post- Eriori Error Estimates For The Finite Element Discretiz- Ations
6.	Recovery Type A Posteriori Error Estimate Of FEMs For The Stokes-Darct System
7.	Gradient Recovery-based Error Estimation And The Convergence Analysis Of The Adaptive Finite Element Methods For Elliptic Equations
8.	Finite Element Method For Optimal Control Problems With Integral Constraint And Parameter Estimation
9.	Adaptive Finite Element Algorithm Based On A Posterior Error Estimation
10.	Adaptive Finite Element Method For Variable Coefficient Ginzburg-Landau Equation
11.	Superconvergence And Recovery Techniques Based Efficient Adaptive Finite Element Method
12.	The Adaptive Finite Element Method For The P-Laplace Problem
13.	Spectral Methods For Elliptic And Fractional Diffusion Optimal Control Problems
14.	Recovery-type A Posterior Error Estimation And Adaptive Algorithm Of Finite Element Method For Linear Schr(?)dinger Equation
15.	Gradient Recovery Based A Posteriori Error Estimation Of Discontinuous Galerkin Methods For Biharmonic Equation
16.	Recovery Type A Posteriori Error Estimate Of Crouzeixraviart Finite Element Method For The Stokes Equations
17.	Adaptive Mesh Method For Optimal Control Problem Of Stokes Equation
18.	Convergence And Quasi-optimality Of Adaptive Finite Element Methods For Nonlinear Elliptic Optimal Control Problems
19.	Linear Implicit Variable-step BDF Method For Incompressible Navier-Stokes Equations
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