Gradient Recovery - Globe Thesis

Keyword [Gradient Recovery] Result: 1 - 20 \| Page: 1 of 2
1.	CVT-based Superconvergence And Its Application To Adaptive Finite Element Methods
2.	A Posteriori Error Estijmates Based On Gradient Recovery And Adaptive Finite Element Methods
3.	A Gradient Recovery-based A Posteriori Error Estimators For The Ciarlet-Raviart Mixed FEM Of The Biharmonic Equations
4.	Superconvergence Analysis Of Gradient Recovery Method For TM Model Of Electromagnetic Scattering In The Cavity
5.	PPR Gradient Recovery For Elliptic Problems With Robin Boundary Condition
6.	A Posteriori Error Estimates And An Adaptive Finite Element Method For The Allen-Cahn Equation
7.	Adaptive Finite Element Method For Phase Field Crystal Model
8.	Two-grid And Adaptive Finite Element Methods For Poisson-nernst-planck Equations
9.	Recovery-based Error Estimator For The Natural-convection Problem
10.	Goal Oriented A Posteriori Error Estimation And Convergent Adaptive Finite Element Method For Elliptic Equation
11.	Gradient Recovery-based Error Estimation And The Convergence Analysis Of The Adaptive Finite Element Methods For Elliptic Equations
12.	Gradient Recovery Based A Posteriori Error Estimation And The Adaptive Finite Element Method For Semilinear Elliptic Equations
13.	Adaptive Finite Element Method For Variable Coefficient Ginzburg-Landau Equation
14.	Superconvergence And Recovery Techniques Based Efficient Adaptive Finite Element Method
15.	Gradient Reconvery Method And Superconvergence Of Crouzeix-Raviart Element For Second-order Elliptic Problem
16.	Time-Space Adaptive Finite Element Method For Phase Field Equations
17.	Research On The Application Of Gradient Recovery Technology In Solving Linear Elastic Problems
18.	Gradient Recovery Based A Posteriori Error Estimation Of Discontinuous Galerkin Methods For Biharmonic Equation
19.	High Accuracy Techniques Based Adaptive Finite Element Method For Two-dimensional Elliptic PDEs
20.	Recovery Type A Posteriori Error Estimate Of Crouzeixraviart Finite Element Method For The Stokes Equations
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