a posteriori error estimate - Globe Thesis

Keyword [a posteriori error estimate] Result: 1 - 20 \| Page: 1 of 1
1.	The Mechanical Quadrature Methods With The High Accuracy And Splitting Extrapolations For Solving Boundary Integral Equations Of The First Kind Of Scientific And Engineering Problems On Nonsmooth Domains
2.	Superconvergence Analysis And A Posteriori Error Estimate Of Finite Element Method Of Optimal Control Problem Governed By Partial Differential Equations
3.	A Posteriori Error Estimate Of Finite Element Method Of Optimal Control Problem With Integral Constraint
4.	Finite Element Methods For Optimal Flow And Nonlinear Control: State-Constrained And Superconvergence Analysis
5.	A Priori And A Posteriori Error Estimates For Boundary Control
6.	A Priori And A Posteriori Error Estimates For Boundary Control
7.	Numerical Solution Of Exterior Problems For Elliptic Equations Based On Artificial Boundary Conditions
8.	A Posteriori Error Estimates And Adaptive Finite Element Methods For Elliptic Equations With Variable Coefficients
9.	The Research On Numerical Solution For Eliptic Equation And Its Stability Analysis
10.	Krylov Subspace Methods For Computing Matrix Functions Acting On A Vector
11.	The Adaptive Mesh Algorithm Of Singularly Perturbed Problems
12.	Recovery Type A Posteriori Error Estimate Of FEMs For The Stokes-Darct System
13.	Some Researches On Numerical Methods For H(div)-Elliptic Problem
14.	A Priori And A Posteriori Error Estimations For The 3-D Rotated Q1 Element With Double Set Parameters
15.	A Posteriori Error Estimation For Fourth Order Nonconforming Elements
16.	A Type Of Multigrid Method Based On The Fixed-shift Inverse Iteration For The Steklov Eigenvalue Problem
17.	A Posteriori Error Estimates And An Adaptive Finite Element Method For The Allen-Cahn Equation
18.	A New A Posteriori Error Estimate For The Interior Penalty Discontinuous Galerkin Method
19.	Study On Newton Method Based On Heuristic Stopping Criterion
20.	Recovery Type A Posteriori Error Estimate Of Crouzeixraviart Finite Element Method For The Stokes Equations
<<First <Prev Next> Last>> Jump to