Posteriori - Globe Thesis

Keyword [Posteriori] Result: 121 - 140 \| Page: 7 of 8
121.	Computer analysis of error estimation in finite element computations for elliptic and parabolic problems
122.	An a-posteriori finite element error estimator for adaptive grid computation of viscous incompressible flows
123.	Analysis of numerical methods for nonlinear hyperbolic conservation laws
124.	A posteriori estimation of the error in the finite element solution by computation of the guaranteed upper and lower bounds
125.	Fiabilite des calculs par elements finis en mecanique des solides: Estimateurs d'erreurs a posteriori
126.	A posteriori error analysis with applications to finite element methodology and finite difference methodolog
127.	Posteriori Error Analysis for the P-version of the Finite Element Method
128.	Quality Control Method For Geometric Precision Processing Of Optical Satellite Remote Sensing Images With Less GCPs
129.	Finite Element Methods For Maxwell's Equations With Variable Coefficients In Metamaterials And Its Application In Transformation Optics
130.	Time-Space Adaptive Finite Element Method For Phase Field Equations
131.	Research On Key Technology Of Transient High Power Electromagnetic Pulse Field Measurement
132.	Adaptive Moving Grid Methods For Singularly Perturbed Volterra Integro-differential Equations
133.	Study On Newton Method Based On Heuristic Stopping Criterion
134.	A Posteriori Error Estimation Of Rotating Bilinear Finite Volume Method For Elliptic Equations
135.	Application Of Mesh-free Method In Thermo-elasticity
136.	Recovery-type A Posterior Error Estimation And Adaptive Algorithm Of Finite Element Method For Linear Schr(?)dinger Equation
137.	Gradient Recovery Based A Posteriori Error Estimation Of Discontinuous Galerkin Methods For Biharmonic Equation
138.	Recovery Type A Posteriori Error Estimate Of Crouzeixraviart Finite Element Method For The Stokes Equations
139.	Recovery Type A Posteriori Error Estimation Of Interior Penalty Discontinuous Galerkin Method For Allen-Cahn Equation
140.	An Efficient Numerical Method For A Class Of Coupled Energy Problems With Multiple Physical Fields
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